{
  "schema": "AN04-restored-fold-densities-proof-map/v1",
  "proofs": [
    {
      "id": "FA:C0",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "## 1.",
      "dependencies": [
        "CF:H6",
        "CF:P3"
      ],
      "scope": "Entire two-fold model, sign convention, genuine homogeneous phase and precise compact/conic supports"
    },
    {
      "id": "FA:A1",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Proposition 1.1",
      "dependencies": [
        "FA:C0",
        "OSC:O3",
        "IR:R6",
        "FD:P0",
        "U001:F0-DIFF"
      ],
      "scope": "Both directions of full symbol equivalence under tau=rho s, radial Jacobian and exact normalized order"
    },
    {
      "id": "FA:D0",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "The delta notation has a direct coordinate meaning.",
      "dependencies": [
        "U001:P3",
        "U001:U001-A5",
        "U001:P2"
      ],
      "scope": "Critical density from actual normal coordinates; variable-dependent constraint matrix rule"
    },
    {
      "id": "FA:D1",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Proposition 2.1",
      "dependencies": [
        "FA:D0",
        "FA:A1",
        "U001:F0-DIFF"
      ],
      "scope": "Both independent radial factors, full normal determinant and exact amplitude/half-density cancellation"
    },
    {
      "id": "FA:S1",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Proposition 3.1.",
      "dependencies": [
        "FA:A1",
        "FA:D1",
        "U001:F0-DIFF"
      ],
      "scope": "All mixed symbol estimates under critical substitution and homogeneous positive density degree"
    },
    {
      "id": "FA:S2",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "The fixed-phase principal-symbol formula",
      "dependencies": [
        "FA:S1",
        "GS:Z10",
        "GS:Z11",
        "GS:Z12"
      ],
      "scope": "Exact principal symbol in its phase frame, total order m+n/2 and one-order quotient"
    },
    {
      "id": "FA:R0",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "## 4.",
      "dependencies": [
        "FA:C0",
        "FA:D0",
        "CF:H6",
        "U001:P3"
      ],
      "scope": "Reduced homogeneous phase, full critical independence, nonzero differential, product embedding and density"
    },
    {
      "id": "FA:R1",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Lemma 4.1",
      "dependencies": [
        "FA:R0",
        "GS:Z9",
        "GS:Z11",
        "OSC:O5",
        "U001:P2"
      ],
      "scope": "Exact degree-one hyperbolic elimination, ordered determinant and zero-signature Gaussian transition"
    },
    {
      "id": "FA:R2",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "For a coefficient",
      "dependencies": [
        "FA:R0",
        "FA:R1",
        "OSC:O1",
        "U001:Q3",
        "U001:FTC-TAYLOR-COMPACT-PARAMETERS"
      ],
      "scope": "Exact distributional first-frequency Fourier elimination with test-pair domination and all constants"
    },
    {
      "id": "FA:T1",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Lemma 5.1",
      "dependencies": [
        "FA:R2",
        "U001:F0-DIFF",
        "U001:FTC-TAYLOR-COMPACT-PARAMETERS"
      ],
      "scope": "Every differentiated estimate for first-frequency tail, uniform denominator and rapid decay on full frequencies"
    },
    {
      "id": "FA:T2",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "In particular the conically truncated amplitude",
      "dependencies": [
        "FA:T1",
        "FA:S2",
        "U001:U001-A4"
      ],
      "scope": "Full conic symbol comparison, critical cutoff equals one and unchanged invariant symbol"
    },
    {
      "id": "FA:V0",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "To make the rapid-decrease assertion explicit,",
      "dependencies": [
        "GS:Z11",
        "K:K7",
        "CH:W1",
        "IR:R6",
        "U001:F0-DIFF"
      ],
      "scope": "Full microlocal Fourier representatives rapidly decreasing off wavefront, derivatives, graph frames, finite partition and fixed support"
    },
    {
      "id": "FA:V1",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Proof.** By (4.1)–(4.4)",
      "dependencies": [
        "FA:R0",
        "FA:S2",
        "FA:V0",
        "GS:Z12",
        "OSC:O2"
      ],
      "scope": "Every principal symbol realized and full residual induction with wavefront retained in a fixed compactly generated support"
    },
    {
      "id": "FA:V2",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "Apply the imported support-preserving",
      "dependencies": [
        "FA:V1",
        "K:K1",
        "IR:R4",
        "OSC:O3"
      ],
      "scope": "Exact support-preserving asymptotic summation in x,s;xi-prime, arbitrary-order remainder and smooth residual"
    },
    {
      "id": "FA:V3",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "Finally Fourier inversion",
      "dependencies": [
        "FA:V2",
        "FA:R2",
        "FA:T2",
        "OSC:O2",
        "U001:Q3",
        "U001:U001-A4"
      ],
      "scope": "Cubic operator identity on compact smooth inputs, absolute convergence and proper base localization modulo smooth kernels"
    },
    {
      "id": "FA:M1",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "## 7.",
      "dependencies": [
        "FA:S2",
        "FA:V3",
        "U001:P14.2-powers"
      ],
      "scope": "Explicit ordinary symbol, ellipticity through fold and exact example orders without claiming continuity"
    },
    {
      "id": "FA:X1",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Exercise 8.1 ",
      "dependencies": [
        "FA:A1",
        "FA:S2",
        "FA:R0"
      ],
      "scope": "Original Exercise 8.1 and complete unchanged solution"
    },
    {
      "id": "FA:X2",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Exercise 8.2 ",
      "dependencies": [
        "FA:D0",
        "FA:D1",
        "FA:A1",
        "IR:R6"
      ],
      "scope": "Original Exercise 8.2 and complete unchanged solution"
    },
    {
      "id": "FA:X3",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Exercise 8.3 ",
      "dependencies": [
        "FA:S1"
      ],
      "scope": "Original Exercise 8.3 and complete unchanged solution"
    },
    {
      "id": "FA:X4",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Exercise 8.4 ",
      "dependencies": [
        "FA:D1",
        "FA:S2"
      ],
      "scope": "Original Exercise 8.4 and complete unchanged solution"
    },
    {
      "id": "FA:X5",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Exercise 8.5 ",
      "dependencies": [
        "FA:R0"
      ],
      "scope": "Original Exercise 8.5 and complete unchanged solution"
    },
    {
      "id": "FA:X6",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Exercise 8.6 ",
      "dependencies": [
        "FA:R1",
        "FA:R2"
      ],
      "scope": "Original Exercise 8.6 and complete unchanged solution"
    },
    {
      "id": "FA:X7",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Exercise 8.7 ",
      "dependencies": [
        "FA:T1"
      ],
      "scope": "Original Exercise 8.7 and complete unchanged solution"
    },
    {
      "id": "FA:X8",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Exercise 8.8 ",
      "dependencies": [
        "GS:Z12",
        "IR:R4",
        "FA:M1"
      ],
      "scope": "Original Exercise 8.8 and complete unchanged solution"
    },
    {
      "id": "FA:X9",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Exercise 8.9 ",
      "dependencies": [
        "FA:V2"
      ],
      "scope": "Original Exercise 8.9 and complete unchanged solution"
    },
    {
      "id": "FA:X10",
      "source": "fold-amplitudes-and-critical-densities.md",
      "source_sha256": "0b64b7ca722d50f60eceb4028c505ebd3533e5ee0a9e3f89ce1fc010dd03a90c",
      "proof_locator": "**Exercise 8.10 ",
      "dependencies": [
        "FA:V3",
        "OSC:O2"
      ],
      "scope": "Original Exercise 8.10 and complete unchanged solution"
    }
  ],
  "earlier_maps": [
    "../20261004-free-stationary-phase/proof-map.json",
    "../20261004-free-intrinsic-graph/proof-map.json",
    "../20261004-free-tangent-zoom/proof-map.json",
    "../20261004-free-canonical-composition/proof-map.json",
    "../20261005-restored-oscillatory/proof-map.json",
    "../20261005-restored-phase-space/proof-map.json",
    "../20261005-restored-phase-equivalence/proof-map.json",
    "../20261005-restored-intrinsic-regularity/proof-map.json",
    "../20261005-restored-tangent-zoom/proof-map.json",
    "../20261005-restored-gaussian-symbols/proof-map.json",
    "../20261005-restored-linear-reduction/proof-map.json",
    "../20261005-restored-analytic-composition/proof-map.json",
    "../20261005-restored-subprincipal-transport/proof-map.json",
    "../20261005-restored-graph-egorov/proof-map.json",
    "../20261005-restored-corank-continuity/proof-map.json",
    "../20261005-restored-submanifolds/proof-map.json",
    "../20261005-restored-cubic-scaling/proof-map.json",
    "../20261005-restored-smooth-descent/proof-map.json",
    "../20261005-restored-simultaneous-reflections/proof-map.json",
    "../20261005-restored-folded-forms/proof-map.json",
    "../20261005-restored-symplectic-reflections/proof-map.json",
    "../20261005-restored-canonical-folds/proof-map.json"
  ],
  "transitive_U001_ids": [
    "A0",
    "CLOSED-BALL-CONTRACTION",
    "D0",
    "E0",
    "E1",
    "EXPONENTIAL-TRIGONOMETRIC",
    "F0-ALG",
    "F0-CALC",
    "F0-COMP",
    "F0-DIFF",
    "FTC-TAYLOR-COMPACT-PARAMETERS",
    "I0",
    "J0",
    "L10.1.12",
    "L10.1.13",
    "L10.1.14",
    "L10.1.15",
    "L10.1.2",
    "L10.1.5",
    "L10.1.6",
    "L10.2.2",
    "L10.3.10",
    "L10.3.2",
    "L10.3.7",
    "L10.4.1",
    "L10.4.2",
    "L10.4.3",
    "L10.5.1",
    "L10.5.5",
    "L10.5.9",
    "L10.7.2",
    "L11.4.2",
    "L2.1.10-inc",
    "L2.1.17",
    "L2.2.1",
    "L2.2.11",
    "L2.2.3",
    "L2.2.5",
    "L2.3.2",
    "L2.3.4-upper",
    "L2.3.5",
    "L2.3.8",
    "L2.4.5",
    "L2.6.5",
    "L3.1.7",
    "L3.3.7",
    "L3.3.8",
    "L4.2.2",
    "L4.2.3",
    "L4.2.4",
    "L4.2.6",
    "L5.1.10",
    "L5.1.11",
    "L5.1.13",
    "L5.1.2",
    "L5.1.7",
    "L5.1.8",
    "L5.2.1",
    "L5.2.2",
    "L5.2.4-positive",
    "L5.2.6",
    "L5.2.7",
    "L5.3.1",
    "L5.3.3",
    "L5.3.5",
    "L5.4.1",
    "L5.4.2",
    "L5.5.2-gt1",
    "L5.5.3",
    "L5.5.4",
    "L5.5.5",
    "L7.1.4",
    "L7.1.5",
    "L7.2.19",
    "L7.2.22",
    "L7.2.6",
    "L7.2.9-open",
    "L7.3.11",
    "L7.3.12",
    "L7.3.9",
    "L7.4.10",
    "L7.4.11",
    "L7.4.2",
    "L7.4.4",
    "L7.4.9",
    "L7.5.11",
    "L7.5.12",
    "L7.5.2",
    "L7.5.5",
    "L7.5.6",
    "L7.6.2",
    "L8.1.13",
    "L8.1.14",
    "L8.1.16",
    "L8.1.17",
    "L8.1.18",
    "L8.2.4",
    "L8.2.5",
    "L8.2.6",
    "L8.2.7",
    "L8.2.8",
    "L8.2.9",
    "L8.3.2",
    "L8.3.3",
    "L8.3.5",
    "L8.3.6",
    "L8.3.7",
    "L8.3.9",
    "L8.4.1",
    "L8.4.2",
    "L8.4.6",
    "L8.5.1",
    "L8.5.6",
    "L8.6.2",
    "L9.1.1",
    "M1",
    "M2",
    "P1",
    "P10.1",
    "P10.2",
    "P10.2-typo",
    "P10.3",
    "P10.4",
    "P10.5-rules",
    "P10.6",
    "P10.6-zero",
    "P11.1",
    "P11.2-bridge",
    "P11.2-orders",
    "P12.1",
    "P12.2-criterion",
    "P12.2-upper",
    "P12.3",
    "P12.4",
    "P12.5-endpoints",
    "P12.5-extension",
    "P12.6",
    "P12.7",
    "P13.1",
    "P13.2-mertens",
    "P13.2-series",
    "P14.2-inverse",
    "P14.2-powers",
    "P14.3",
    "P15.1",
    "P15.2",
    "P16.1",
    "P16.2",
    "P16.3",
    "P17.1",
    "P17.2",
    "P17.3",
    "P17.4",
    "P17.4-grid",
    "P17.5-order",
    "P17.5-upper",
    "P18.1",
    "P18.2",
    "P18.3",
    "P18.4",
    "P18.5",
    "P19.1",
    "P19.2",
    "P19.3",
    "P19.4",
    "P2",
    "P20.1",
    "P20.2",
    "P20.3",
    "P20.4",
    "P20.5",
    "P21.1",
    "P21.2",
    "P21.3",
    "P21.4",
    "P21.5",
    "P21.6",
    "P3",
    "P4",
    "P5",
    "P6.0",
    "P6.1",
    "P6.2",
    "P6.3-inf",
    "P6.3-subtract",
    "P6.3-tail",
    "P6.4-ball",
    "P6.4-complete",
    "P6.5",
    "P6.6",
    "P7",
    "P8-root",
    "P8-smooth",
    "P9.1",
    "P9.2",
    "P9.2-operator",
    "P9.3",
    "P9.4",
    "P9.5",
    "Q1",
    "Q2",
    "Q3",
    "Q4",
    "Q5",
    "Q6",
    "Q7",
    "Q8",
    "Q9",
    "R0",
    "U001-2.1",
    "U001-3.1",
    "U001-3.2",
    "U001-4.1",
    "U001-5.1",
    "U001-6.1",
    "U001-7.2",
    "U001-A1",
    "U001-A2",
    "U001-A3",
    "U001-A4",
    "U001-A5",
    "U001-A6",
    "U001-DEF"
  ],
  "transitive_earlier_package_ids": [
    "CF:G1",
    "CF:G2",
    "CF:G3",
    "CF:H0",
    "CF:H1",
    "CF:H2",
    "CF:H3",
    "CF:H4",
    "CF:H5",
    "CF:H6",
    "CF:N0",
    "CF:P1",
    "CF:P2",
    "CF:P3",
    "CH:T0",
    "CH:T1",
    "CH:T2",
    "CH:T3",
    "CH:W1",
    "CH:W2",
    "CH:W3",
    "CH:W4",
    "CH:W5",
    "CR:H1",
    "CR:H2",
    "CR:H3",
    "FD:D1",
    "FD:D2",
    "FD:D3",
    "FD:E0",
    "FD:E1",
    "FD:E2",
    "FD:H0",
    "FD:H1",
    "FD:H2",
    "FD:P0",
    "FD:R1",
    "FD:R2",
    "FF:D1",
    "FF:H1",
    "FF:H2",
    "FF:H3",
    "FF:HD",
    "FF:HT",
    "FF:L0",
    "FF:M1",
    "FF:M2",
    "FF:O1",
    "FF:O2",
    "FF:O3",
    "FF:O4",
    "FF:O5",
    "FF:T1",
    "FF:T2",
    "FF:T3",
    "G2:F0",
    "G2:F1",
    "G2:F2",
    "G2:F3",
    "G2:F4",
    "G2:G0",
    "G2:G1",
    "G2:G21",
    "G2:G22",
    "G2:G31",
    "G2:G41",
    "G2:G51",
    "G2:G61",
    "G2:NF0",
    "G2:NF1",
    "G2:NF2",
    "G2:NF3",
    "G2:NF4",
    "G2:NF5",
    "G2:NF6",
    "G2:NF7",
    "GEO:C0",
    "GEO:C1",
    "GEO:C2",
    "GEO:C3",
    "GEO:C4",
    "GEO:C5",
    "GR:G12-forward",
    "GR:G12-reverse",
    "GR:G5",
    "GR:G8",
    "GS:Z0",
    "GS:Z10",
    "GS:Z11",
    "GS:Z12",
    "GS:Z2",
    "GS:Z3",
    "GS:Z4",
    "GS:Z5",
    "GS:Z6",
    "GS:Z7",
    "GS:Z8",
    "GS:Z9",
    "HT:H1",
    "HT:H2",
    "HT:H3",
    "HT:H4",
    "HT:H5",
    "IR:R0",
    "IR:R1",
    "IR:R2",
    "IR:R3",
    "IR:R4",
    "IR:R5",
    "IR:R6",
    "IR:R7",
    "IR:R8",
    "K:K0",
    "K:K1",
    "K:K1a",
    "K:K2",
    "K:K3",
    "K:K4",
    "K:K5",
    "K:K6",
    "K:K7",
    "ML:M0",
    "ML:M0a",
    "ML:M1",
    "ML:M2",
    "ML:M3",
    "ML:M4",
    "ML:M5",
    "ML:M6",
    "OSC:O1",
    "OSC:O2",
    "OSC:O3",
    "OSC:O4",
    "OSC:O5",
    "P1:B1",
    "P1:B2",
    "P1:B3",
    "P1:B4",
    "P1:B5",
    "P1:B6",
    "P2:F1",
    "P2:F2",
    "P2:F3",
    "P2:F4",
    "P2:F5",
    "P2:ML1",
    "P2:ML2",
    "P2:ML3",
    "P2:ML4",
    "P2:ML6",
    "P2:ML7",
    "P2:OP0",
    "P2:OP1",
    "P2:OP2",
    "P2:OP3",
    "P2:OP4",
    "P2:OP5",
    "P2:OP6",
    "P2:QG1",
    "P2:QG2",
    "P2:QG3",
    "P2:QG4",
    "P2:QG5",
    "P2:QG6",
    "P2:QG7",
    "P2:QG8",
    "P3:L1",
    "P3:L2",
    "P3:L3",
    "P3:M0",
    "P3:M1",
    "P3:M2",
    "P3:M3",
    "P3:M4",
    "P3:M5",
    "P3:M6",
    "P3:M7",
    "P3:M8",
    "PH:F0",
    "PH:F1",
    "PH:F2",
    "PH:F3",
    "PH:F4",
    "PH:F5",
    "PH:F6",
    "PH:F6a",
    "PH:F7",
    "PS:PS0",
    "PS:PS1",
    "PS:PS2",
    "PS:PS3",
    "PS:PS4",
    "PS:PS5",
    "PS:PS6",
    "SF:C1",
    "SF:C2",
    "SF:C3",
    "SF:F1",
    "SF:F2",
    "SF:H0",
    "SF:H1",
    "SF:H2",
    "SF:H3",
    "SF:H4",
    "SF:H5",
    "SF:H6",
    "SF:H7",
    "SF:O1",
    "SF:O2",
    "SF:O3",
    "SF:O4",
    "SF:O5",
    "SF:R1",
    "SF:S0",
    "SF:S1",
    "SF:S2",
    "SI:C1",
    "SI:C2",
    "SI:C3",
    "SI:F1",
    "SI:H1",
    "SI:I0",
    "SI:I1",
    "SI:I2",
    "SI:I3",
    "SI:J1",
    "SI:J2",
    "SI:J3",
    "SI:J4",
    "SI:M0",
    "SI:S1",
    "SI:W1",
    "SN:F0",
    "SN:F1",
    "SN:F2",
    "TG:T0",
    "TG:T6"
  ],
  "bounded_lesson_P514_closed": true,
  "human_review_complete": false,
  "full_course_complete": false,
  "public_release_authorized": false
}