{
  "build": 1,
  "dependencies": {
    "MarkupSafe": "3.0.4",
    "PyYAML": "6.0.3",
    "Pygments": "2.21.0",
    "fastparquet": "2026.5.0",
    "jinja2": "3.1.6",
    "joblib": "1.5.3",
    "jsonschema": "4.26.0",
    "markdown2": "2.5.4",
    "numpy": "2.4.6",
    "pandas": "3.0.3",
    "pdoc": "16.0.0",
    "pyarrow": "24.0.0",
    "regex": "2026.5.9",
    "scipy": "1.17.1",
    "threadpoolctl": "3.6.0"
  },
  "generated_at_utc": "2026-11-11T03:06:22.844261+00:00",
  "git": {
    "modified": true,
    "revision": "4c4a95aded1b5ca5e8f9c292ad8250440cd9c18b"
  },
  "inputs": {
    "producer": {
      "files": {
        "Makefile": "9d2b578bbfaf551142909b78f7892e158db5fa1cd5b100944f7ae8eebb02edc1",
        "requirements.txt": "84a520ee85d570b79907279c5e0e0917b380ceec4c1c3a9bd00cb5329f4db69c",
        "scripts/generate_api_docs.py": "096e4dce64684f56ff1255de14b5c532e393113ebc44934a8bc38d43285c3ddf"
      },
      "sha256": "4fac6b96eb6973baaec9fe439f1e7d2d14d8354c8f6a187d608be09de6b2a718"
    },
    "source": {
      "files": {
        "src/gcubed/__init__.py": "db962a7d5a485ae92129ea59316e1870d94c98132015a0ac39daddd051206a2b",
        "src/gcubed/base.py": "fcf8e41c604b1ca80fee767c376cc39ea96ddbfb078fae2d744152771ec54db5",
        "src/gcubed/base_equations.py": "b02db916721e5ddd80ee243eb86b483a5c27910de87649219662af7b3ab2beb4",
        "src/gcubed/baseline_shl_migration.py": "bf93bac5331e6c660eba95fa41631fb83174c38d87d1c1bf4a83d8eecb667670",
        "src/gcubed/constants.py": "d692024056abc9a3277c91a1a045b3767e6f331ad0e4fac8e8d04f60b473feab",
        "src/gcubed/data/README.md": "d2dda160915e2c6bc9e6f3631bafa4a8b9a95e0c0023b53919135bc58e32e633",
        "src/gcubed/data/__init__.py": "79fd4ee0191d59f8cdacb0cd78b657bad99d915494e45da8836c7b9ead84855a",
        "src/gcubed/data/calibration_database.py": "e7097de8bc0ee090b07e112f486fa7dbd65f426e8d46c6ecdcca0f6788af8b65",
        "src/gcubed/data/database.py": "18d3af52c7b22f1d166b63f3face1f7da27a406124c160cc372285e2b3b93308",
        "src/gcubed/data/database_comparator.py": "239fa703fdbb942b0613d5ff81bac056212bb5e4285442be7d7eb82bf7b36eab",
        "src/gcubed/data/database_validator.py": "7a3ec1cf0979f98171862b95bdd76d63df5d6c7dc25087dbb4ef9827e2635da3",
        "src/gcubed/data/equation_map.py": "5b3aa07a040b6900d938a3392a030609d916bdb0d5ccb628a9894cc67e840bb5",
        "src/gcubed/data/fiscal_accounts.py": "a9f73d9de46026051ab275114aa4c04f2d6dabdb0672100ddea7238651df45a8",
        "src/gcubed/data/fiscal_contract.py": "fa377bbb846592c77ef98024d03729d554d7bbb332679b37ca6fd1ce9a881aee",
        "src/gcubed/data/growth_coordinates.py": "54dcc4e2a0c5684e3d4faae9ca3f629e6071af2595156e6fba75f27bd983545d",
        "src/gcubed/data/linearisation_database.py": "1cb9f34f22c235315cd7443193ed05444c441aa0966519b34cacf030664b02a5",
        "src/gcubed/data/logged_zero_preparation.py": "b92337e77d1306ea97596277d52f989f5e899046466319aa64f84a026a774eea",
        "src/gcubed/data/model_equations.py": "d0b3f6042fbd4f91a3901057e50e310153e14c0f0d86a20160402a389eb46bd7",
        "src/gcubed/derivations/README.md": "b6636b7b301431f26e5ddde6d08cb78bba57d24d6f926b79feee47f201bb22c4",
        "src/gcubed/derivations/__init__.py": "a8f6d2aa7558474737f28a6d9d508f49a7f3ea7a063cf6302a272de9f5a4fc57",
        "src/gcubed/derivations/charting_metadata.py": "523f0b8a8bdcd79a201a97c50cfda075b0b538aaefd0ad3cb576dd4a4a5872c8",
        "src/gcubed/derivations/collection.py": "83a24d3bfb964cc65f96fe48557ef314e90c33e283401f8f1374faad0f378419",
        "src/gcubed/derivations/context.py": "d1b7b531fde649db0f6e903331decacdc2e7d454afe138a05b9f540b01c275ff",
        "src/gcubed/derivations/definition.py": "4ca2ba07eefed5420a7c4527915edd4ed49778f831ddf4848e3a2ce204802395",
        "src/gcubed/derivations/definitions/__init__.py": "181e10ab9d41c99a45b3eb9cfceffc9f988a99d0ed36189e931271e4be535985",
        "src/gcubed/derivations/definitions/bilateral_trade_balances.py": "bb34ff6703f414953abb983cb04d98e9755fe6d91772b55c03ea1d5aa54ea013",
        "src/gcubed/derivations/definitions/bond_rates.py": "0040544c144e42068d57eab4df5c1787d1628bd70ceaca732df38be6ee10c7b4",
        "src/gcubed/derivations/definitions/cumulation_variables.py": "2d97f74fdd4c76f488f68394f03e81527608a28ea949362448b1ac820c11ab8e",
        "src/gcubed/derivations/definitions/electricity_input_shares.py": "e829faef09ba30a1ab40919f140012d86c0bf83c08e27c4062a3bfea92ffbfc3",
        "src/gcubed/derivations/definitions/emission_contributions.py": "a8f4ae6ff06d33b7b9a4cf9409d447f79afb59d8d0c09dae5d4d4208d0eda001",
        "src/gcubed/derivations/definitions/emission_shares.py": "5d6ec67ba220e2bf29669e5dd743f985b7c890fbfa36dd1e9604fce1259e0169",
        "src/gcubed/derivations/definitions/energy_emissions_intensity.py": "53e7a7e3e1c6e65bb19cad7ff4212fcb87b111af0f7e6d38ea047838e4c78777",
        "src/gcubed/derivations/definitions/gdp_shares.py": "4ef80a8eb1d41af2abf57362f5209a77eed9322ab1269d9a3678b43b4c52777b",
        "src/gcubed/derivations/definitions/growth_rates.py": "447a20d05d2953da81b5551307d4c9af7bbd753b2bedbcaa86b4c1c6e96c75fe",
        "src/gcubed/derivations/definitions/nominal_variables.py": "68482c8a9e1b9d926c34f2f5d3180bd2636cde647f04c5d7dc95319ab93144e6",
        "src/gcubed/derivations/definitions/output_ratios.py": "c3a5c18fb4a65776ed27f58707293fb1fa154879a98cd77847315ed1ac5b8abf",
        "src/gcubed/derivations/definitions/production_intensities.py": "c68838c915ecd6c8f40b7e24c3b6f9ec4a2b6c5f1f51d395e53bc3b10db5bbde",
        "src/gcubed/derivations/definitions/real_variables.py": "0aad6a869d48052ff041e5fb85ae1bb1dc4e102ee85249b4c9b8c11a624b5123",
        "src/gcubed/derivations/definitions/real_wages_by_sector.py": "c241343cef3cdb49d6925894977b33424b98e97372af0410e4975439f785c6c6",
        "src/gcubed/derivations/definitions/saving_related_variables.py": "a6001e9438a077563d7b09f461fc8d64e790a3965b719cffb0eedc70778ba928",
        "src/gcubed/derivations/definitions/sum_variables.py": "a31ae92e6a772c7636e66ebdfa5e6773f64886fef6196f0c5a6cbdd9b80410e0",
        "src/gcubed/derivations/definitions/unemployment.py": "35f3b2b4c00852734e9f6682ea30bd619e47be6cd88e7448e5fc077bdcf107b5",
        "src/gcubed/derivations/definitions/unemployment_rate_model.md": "568f47a80f27f5fa5f6d323824120f8d2b8478caaacf36557f1cf3b124a2b7a6",
        "src/gcubed/derivations/deviations.py": "d7b2c1cc6b5f9ba0da9a9bfcb4448a14b26695ba3ddb9deee97192d4facbd189",
        "src/gcubed/derivations/domain.py": "7eb44c82ffe4acce126b4cd453d75aa962f19f6e8382495c0d5782b13cbe30e4",
        "src/gcubed/derivations/frame.py": "c88eeff1327a26cccab67533deb84a8f095512ef8580c7ddd5e89234b979c2bc",
        "src/gcubed/derivations/graph.py": "bea60a87ba462263d25d9508eb7e750a816826662e282b639ecd33b7926027ad",
        "src/gcubed/derivations/grouped.py": "4809b5c17b8d3fe0e73c353562e615fc98aa3ffe2b240a68aef0fd215edaca16",
        "src/gcubed/derivations/registry.py": "66af7fda6bae46700c4e1907965e63a93d6390f94d0535e763e9b444f4f5975d",
        "src/gcubed/derivations/validation.py": "bae793b55f8ee2be1ef68a7939ea82726e86d248f63f4dc67a1121a3c138ad5b",
        "src/gcubed/derivations/workflows.py": "26579d277f079ee1d8ad6d3a63ace19e5a073c99bfe12ec1754df30814b14aa6",
        "src/gcubed/design_files.py": "0231153d89c624ed93e10bdcd13644bbd2ddcc2f84ab44e08dcb91012c5799bd",
        "src/gcubed/exogenous_adjustments/__init__.py": "6f91fe1f90fc740d6724cd925f54ab149f90f52696400dfe0a6e2e3f763eb372",
        "src/gcubed/exogenous_adjustments/autonomous_energy_usage_efficiency.py": "13e6fea8e0f05cf41d74141869ab3fb8ae0040ae3be6ba721df8970cd02b1201",
        "src/gcubed/exogenous_adjustments/effective_labour_productivity.py": "4a2213d0005989af06d7418328cb0f79c13be0520c24e5ac003254d6c2a9cda4",
        "src/gcubed/exogenous_adjustments/labor_force.py": "e9d4aa00b208f3a93399bb1d2b63ec7b3271e699270e2f4ea2612d5b7cb6acef",
        "src/gcubed/exogenous_adjustments/labor_productivity.py": "847ad53e8d5b5fbfdce3fc802b8f7947c6c84cd4c2e77cf3c48dcadd01d778d4",
        "src/gcubed/exogenous_adjustments/technology_advancement.py": "fd913704e0c0fbf82eaa7395c981452fe42f5f8a8b4877306e8c041ba7a1d530",
        "src/gcubed/experiments/__init__.py": "5ad8e66c0509f52efdcdfb2068c660dd70e15abc71af306122d5aea58106f6a3",
        "src/gcubed/experiments/configuration.py": "58ea48b28a380bb53e4627268835c6b1a82d210b707e7ae185f22cbc6a21a443",
        "src/gcubed/experiments/context.py": "635956bbd438df38bef8cee8061618d6a03fcbfb8a6cc77c5502e14b2200a9f3",
        "src/gcubed/experiments/fixed_point.py": "16bf230c00d6c6de27f9fea79718246e81472e9fc93313cc63edf5c60267eb4b",
        "src/gcubed/experiments/optimisation.py": "3ce01e3d9f7b3ce9fcf0193ecd536211f8fc2a2dfefd61e5a6afa1393aadf597",
        "src/gcubed/experiments/parameter_files.py": "aea4bb1f1ea785965ba7c2b5dbbe30313b1c67af2550ff8ab64bf24683eb43a7",
        "src/gcubed/experiments/runtime.py": "77f155ad10566cf6dfea9de19e8c00194018a0377c3805935cf143a8eea97de9",
        "src/gcubed/experiments/setup_artefacts.py": "f60ae207e3e379e5e3f8b8e019a55167fdde7985740daf354f3a8a02f5a68012",
        "src/gcubed/experiments/target_reporting.py": "5d69a4c009e4663a1b771cad2dfbc5148ea7f7c5c30d6cee753b24cf16619e6d",
        "src/gcubed/experiments/trajectories.py": "690122738ee9537599b3846842bbfd195c15170324728dbc7f29e193e79ae697",
        "src/gcubed/experiments/variables.py": "8adb8c1c4d86ab83559762e4de98fdf371e8ed4d9c041bf994b43beb516aada1",
        "src/gcubed/growth_contract.py": "a07597712c01e8fa3db9e5b012327b8b5f6bb5daf4599940cd5e4b0e16ee6d73",
        "src/gcubed/io_data.py": "7c18e7d44a654dcf612bfa2fbe1e210afa85392b0e9e7cfc0549c8c74ad66f85",
        "src/gcubed/linearisation/__init__.py": "9fea408011d2bd2b93afa1dba7315d0a102d4b4e267b3bbfbfe752034a73da76",
        "src/gcubed/linearisation/equation_structure.py": "00a79e3b363fa1b4dd3944c4c96e340e9b247e7305cc2426cff4eecde4d6df33",
        "src/gcubed/linearisation/linear_model.py": "613bfca8ee82389adf019b9bb3bdde5d5ddcc6ac5434065d854bf729d78542a8",
        "src/gcubed/linearisation/model_solver.py": "fd26d74eec435876c2db7e826785d91d21501f7bc038bfd8b8a20dd9eb6d58a1",
        "src/gcubed/linearisation/solution_memory.py": "af0f63e6804368a3c253e99b35d695ad00e314cfadd5830b6b7a5a6c1cbc025c",
        "src/gcubed/linearisation/solved_model.py": "51abb822ddfe4d8a20ca188af25a92c0d01de62e638ffb5b4b50df14efa7477b",
        "src/gcubed/linearisation/stable_manifold.py": "0230c79ba3cab10e92237c81ed6400536c7501611cc5ef0ce527203614e23f50",
        "src/gcubed/linearisation/state_space_form.py": "0cd8f107f596c39cdb409ca8b1a1d5724c92fa795dd731739b67af9cf1ac21ef",
        "src/gcubed/linearisation/workspace_calibration.py": "1589ba8f4d8373fd1dae18f2d1f1f62a160eac31617e18fa1e07e5033ab506c8",
        "src/gcubed/linearisation/workspace_planning.py": "fc07fa22b80479c74b8bcad99c58973a18d4ed4792dc16700ffe1a9a88f842f2",
        "src/gcubed/memory_profile.py": "af561a8441a8ad3587d13b1b6af373f8f065ee39a781cde8cdcb1e91c452fbea",
        "src/gcubed/model.py": "4a02af5baa434b43973157e5898b0a4070c37cde790c671e77d3f4d7c1a18a97",
        "src/gcubed/model_configuration.py": "1094741811bfa63e82ce3fbfb8d84b30d7fa54b63206b0dc1bdabf47fafeb091",
        "src/gcubed/model_parameters/README.md": "79fd9a160f339c67220652c22dadb715f692035cfcd0bb1f245fe95697cec70d",
        "src/gcubed/model_parameters/__init__.py": "6108864e6056507a2c8d09a32dd2575ab903145ef1efe322429289a5779063b0",
        "src/gcubed/model_parameters/capital_stock_returns.py": "aab6d58b65830b783a81d6c1d1c9f8ad1106395f6cf54571af5beed3cf92e160",
        "src/gcubed/model_parameters/default_data/__init__.py": "d902eafb513cad21fa2713f94a65675fadd46be7554e4086bbc4276246242cd1",
        "src/gcubed/model_parameters/default_data/sector_parameter_defaults.csv": "b6571e5094c168afb91061c73847af08564aed399686f661f5eb6e5851930320",
        "src/gcubed/model_parameters/default_policy.py": "d67e1df4c2da6152ed476edcc78cfe919f3d8c2b1c0e60ac4253c467d264b2da",
        "src/gcubed/model_parameters/defaults.py": "dc86db4557c4f7bad86380f7b531a876d307e6fc336cbe05b0caae4148949d29",
        "src/gcubed/model_parameters/emission_intensities.py": "efbec703142ef86206bb3ce1e68c25e8d48cac8103bbafa7d6c65e636d2523ae",
        "src/gcubed/model_parameters/parameters.py": "b186b05bc4013f754d27f4d173c513d71322685d19d8aeb21319dbb8a1ae554b",
        "src/gcubed/performance_regression.py": "5062501164edebda019b8db3c88aece60e9daf641e107a894e2378a44048cd6b",
        "src/gcubed/projection_regression.py": "8398dffd3e96daac1af17f15cd6e51fb4572f59022d84950651309114b01d7e2",
        "src/gcubed/projections/__init__.py": "1f546d249714a05918fc1f83702fe3d2b47abd11fca278cd39f71dab7ca33f05",
        "src/gcubed/projections/_ev_calculation.py": "953971b1656e19bdfc5ea5fe3502e4a61b4cedfec16c3ca95e09ae5890563c0b",
        "src/gcubed/projections/baseline_projections.py": "0b8ac9bbdb3a8352efe0881c161fdb39207bb82ee5c23fc58d167c80cca85201",
        "src/gcubed/projections/design_files.py": "b453784d070e749ab5c344d056dcd1130d52ac4827bc340035172dbb713fc601",
        "src/gcubed/projections/equivalent_variation.py": "7656e11cf3efea00bb6a9052255e3f3dc9addb462c0ec778d3adf7658de34636",
        "src/gcubed/projections/gcubed_functions.py": "d731d83fe42722951b09130c8863222e850d5c8126280349254e59fe0302f00d",
        "src/gcubed/projections/gcubed_parameters.py": "27d8081b3bea169bf338ebafd21c3c77baa3f5ba6240ab51c4dc7954d7f90082",
        "src/gcubed/projections/model_updater.py": "915a283b2951d6ae1604a2a1d680e369461da6464fd55557e7fe2221ab2f150e",
        "src/gcubed/projections/monetary_basis.py": "3b332f519a83d10bb1364b5bd26a4d1b9f4bfce6befdfec2b410517c061adb4a",
        "src/gcubed/projections/projections.py": "960d4285bc7b156886f81e57173b81b6f6cc36f99c7e81aa1af36562232d1c08",
        "src/gcubed/projections/real_interest_parity.py": "8b3f3cdb8ddfd417dde5754676d7195cbe6c3c453ad084f55d7e7f3477ec8c4d",
        "src/gcubed/projections/shock_coordinates.py": "c83a9a8d0ca8129a1be4679511b57b3dedd2b05a411c61b3487c6d32139c7a82",
        "src/gcubed/projections/simulation_layer.py": "1ca661c01332577fd141ae49e86d578c80c59635e9595b1d1c9eb5804a318a89",
        "src/gcubed/projections/simulation_layer_definition.py": "774b2c43414402e1fcf3b2839c84647047fad448ce570a6e2414624be5daf2d2",
        "src/gcubed/projections/simulation_layer_definitions.py": "19d497e157c4779f4ce528661ad01128904f317abe26e5633a2376260716feed",
        "src/gcubed/projections/terminal_closure.py": "18aa8227c37fab666c724fc9981c32549fd35e55f55123f394c05f46b4aefb1f",
        "src/gcubed/projections/terminal_projection.py": "526ad4f0de6515d9dc19f9dd393360951b175f674da7f2b0c873fe0c08c99e8c",
        "src/gcubed/projections/yield_curves.py": "e0592b3d9e03d41eac9e1d9c158e1bb607762da3fd973ea30387891082c9d5ac",
        "src/gcubed/reporting/__init__.py": "37523f56fa1e7bae173a6de273dcfa1287dcfa4c61199649d5a85937766b4839",
        "src/gcubed/reporting/baseline_diagnostics.py": "0436433340852a28b82a404ed940ed8663879d6db6245338e6abc2593424d7f6",
        "src/gcubed/reporting/chartpacks.py": "4bcb80c2c83ac377d63075109d206654934fe8cb4d9b7823cedaa8e82d1efbfc",
        "src/gcubed/reporting/intx_starting_points.py": "c0b949bd60b87ea81e9800ce63b2ad80d4116cb03e6f779d45e81376c5dfbe28",
        "src/gcubed/reporting/structural_equation_residuals.py": "7a3b94bb90c31955d4a1b2ab5f3b5f52f55054e6d14ba5ced3c831dd3e0d5b95",
        "src/gcubed/runners/__init__.py": "f797a0336bbc2665416db78c5e5e833a21c9e63a228981f4a2d9f139ab1c798f",
        "src/gcubed/runners/advanced_runner.py": "c99c02923980f40a115368010fd34a0316e81ba3285565eff1931c850893f56b",
        "src/gcubed/runners/baseline_runner.py": "de9e9ba8783014d376a2dab72fea78036bc3ad35b89cbbf5837328b3c6dea241",
        "src/gcubed/runners/simple_runner.py": "e61c85855c3c3540a96d43f92c95f1efd4e4f07c3e6c52f4cc9b96bd2f5b8e8c",
        "src/gcubed/runners/simulation_runner.py": "69eeb47d2c5c49ad04e19e609dafe804fce01db7078a770a36e620b22680d4ee",
        "src/gcubed/schemas/__init__.py": "a34d997d77e9c035c0204c5b0af110e695a7bb10425c5f52e29152b6a2830abd",
        "src/gcubed/schemas/chartpack-v1.4.0.schema.json": "05c44de007b3a6353ef968fd21415240043f20eacdcd9796a7566117bb9ae83a",
        "src/gcubed/schemas/design_file-v1.schema.json": "bd36d17b3053a37892f593344087459cd5b0734a76401f4ae42f58cfb5964044",
        "src/gcubed/schemas/model_configuration-v1.schema.json": "c30207a8b1b1c9c3d4acd78daa4cb7356fdbe19dcc09f9ab874045389f1411ec",
        "src/gcubed/schemas/setup-configuration-v1.schema.json": "c35ed663c39ce8003134edb3bcacf45b58e3a08de22634466fc5e9861d40f97c",
        "src/gcubed/sym_data.py": "2e444a2e9bba9591643fa93dfae5f162ecb97d9b3670a456f7f64230b108f6f2",
        "src/gcubed/tuning/__init__.py": "fa2a021555031ce65c5a4e6dfd75fd8301c3b256c3b63a3d1abfc33e44995ef2",
        "src/gcubed/tuning/_csv.py": "54afbb9a43e13f8a36c6381506aa78155a0ee6f14f97c8aacbae2a01f53fe1f1",
        "src/gcubed/tuning/configuration.py": "364f2f65a680392a68184f292da241ac31b27ab2858383cb4b91a80ef56b0700",
        "src/gcubed/tuning/monetary_policy_adjustments.py": "c0d238a0e68bcc69990391165476df80dfb05fdacca8293910c020339966fcb2",
        "src/gcubed/tuning/real_interest_rates.py": "ce43d20ecc14119681bf7dffe9a0155195cbf7be791ded855f8cf7a313daf176",
        "src/setup.py": "241f45530332f9190d07b6fa84cb8c120c991ce319628b3b07561f1d9561a25f"
      },
      "sha256": "e2c719b38e03c6b1748f10e26bc1caf1ead5674dd1beee6628a6ccf7b90fd39b"
    },
    "templates": {
      "files": {
        "src/pdoc_templates/api-shell.html.jinja2": "377618d80cb4d3ee411cc700f966dad526d12661d22813c708f65cec4fd94694",
        "src/pdoc_templates/api.css": "3983ca9a29975826dca633887d63c0f847bb3eb0cca5fe5f687b29b4a8f68201",
        "src/pdoc_templates/api.js": "106591762abd77cf4941db7ab93d35f795f2d2f96aa233c41e850dbc0952ec4c",
        "src/pdoc_templates/frame.html.jinja2": "757a4ea47d570d7b4fa5d244237948e913679c4aa75b90ef49002c85fbfe81cc",
        "src/pdoc_templates/index.html.jinja2": "fbad1d56d33307ce54e00fb6cfb417866d4ce84530cffd76c6493b51b08fbd91",
        "src/pdoc_templates/math.html.jinja2": "075fda331eafb1a28a7af91ba326b4d8004deedddedb5fbfeea542b7aa2cc9de",
        "src/pdoc_templates/module.html.jinja2": "cf4c2c61b7b1398b1b3b00950d0a9fc3436473132293269851063ab757e4e2f5"
      },
      "sha256": "536fcd00540b4338a84bb5f3cd6c9e99680718525ce3b61eb752df7963e0e817"
    }
  },
  "label": "Python G-Cubed 5.0.2.0 build 1 API",
  "options": {
    "PYTHONHASHSEED": "0",
    "custom_analytics": false,
    "docformat": "markdown",
    "math": true,
    "search": true,
    "show_source": false
  },
  "outputs": {
    "api-assets/favicon.ico": "682a8931b3a7646525b922d397588e2dccaf6f47741311b06230373af85137aa",
    "api-assets/logo.png": "d746e80fc0d28deca2c19197ceda4cdaa2cc8876aef7c2fecb2f3d2736882ad6",
    "gcubed.html": "67b0e561e3fe1157a5aa871b0c1f49be1ec64afa8727be000404a01e4a62f7a8",
    "gcubed/base.html": "22d93e5699858c6bd8c6076924f62e0697b86bbd8b66ed57766544bffe39dac6",
    "gcubed/base_equations.html": "f6c7f79a05ef673c1b218bbf97dbef83f13563d10cf083f3a31256d5cf2e8468",
    "gcubed/baseline_shl_migration.html": "bc4cd48c4b885503a7908f1c9b39d932c3ffce2a9cb68fb80b9a39edb7fa10ec",
    "gcubed/constants.html": "b46cbb6d5430246891aa393a606ac19430a08fcf8573e5c8deeb865530cd4f91",
    "gcubed/data.html": "1828c887b45f7bb02b028177e6140b525f6b1321cb0b37f4d836f04a83f5d3b3",
    "gcubed/data/calibration_database.html": "ba7623cb8123781235ea036e3f858252d41ab400dc74a858ce940d6c5bb2270e",
    "gcubed/data/database.html": "e66a130969cf575563b685122ad0cc39f2d2a74e6d514688f48095d9d3223e07",
    "gcubed/data/database_comparator.html": "80ea48ae6173bf964ad9d0f65e34a6185cb6ae693250ae397482609161ce8ea3",
    "gcubed/data/database_validator.html": "7da012d124fac93a04e4eedd993c8c925cdd43ed4cd1d2a968759e63b58a8ef1",
    "gcubed/data/equation_map.html": "10520e46913cd2f49cedac56865ae801c88801936a8316ef2d4d516785c97b9c",
    "gcubed/data/fiscal_accounts.html": "3a215c8ff99d131c19b6ab55524710b6b9099de9f14e5776b24403cd23c557d6",
    "gcubed/data/fiscal_contract.html": "30c7bd0181cc4fe3533587c3ccd8e5894c5a3a62f93787f19c63e7a719683860",
    "gcubed/data/growth_coordinates.html": "c35e69260947b0079d6b306fa038430820424394f3225671cb0f636a6b202418",
    "gcubed/data/linearisation_database.html": "cca028a114eb6d3392f715ffb39553a5fcf8ec5ad1794058bf25fd8b297ab23a",
    "gcubed/data/logged_zero_preparation.html": "80d496fdbab44c073ae6bdf453e848c6613df122f8229bd2424082ca2a6e43b8",
    "gcubed/data/model_equations.html": "f3dcc0dae4336c130dcd0c57e36dda9df55654eaa466c4d4b93b64259fcf7dc4",
    "gcubed/derivations.html": "2a4564799ec4f5180d52140f56ef1306997147b3f6b8f2fd77c94c4d4e4ecde9",
    "gcubed/design_files.html": "71aa612ae390038c068a847622be75c25a3284818515b8496921828f54c777f7",
    "gcubed/exogenous_adjustments.html": "ced9030ed743ac629f42da8b9902606526ddd306795ea1372dee889d6d08f5d3",
    "gcubed/exogenous_adjustments/autonomous_energy_usage_efficiency.html": "efd5a2714ca0d124910f2d9179a0dc7b24932d30d7be4d7e33b15b6efdb2ebe0",
    "gcubed/exogenous_adjustments/effective_labour_productivity.html": "439b307de5f21519ae4ff875c892479e5c22d72f2b16341ff2ef8b8fc9a352a0",
    "gcubed/exogenous_adjustments/labor_force.html": "9b10528bc1b5e80b77f2c69949c731295610bc77ce196a9d5952fa20b830c921",
    "gcubed/exogenous_adjustments/labor_productivity.html": "3267e9688ddb9553600b4714adb60ee424d75893b2b79f3bb6ead236193ac070",
    "gcubed/exogenous_adjustments/technology_advancement.html": "cbe52d14dec1eebcad48ee25415bd5314d67952d268ac7e40b97025fe9317ec4",
    "gcubed/experiments.html": "8a455a683907abdff22343c224d27ae8bc406238f5af13d888933dcfd0d18d48",
    "gcubed/growth_contract.html": "d672ba954c9c5910fb63c98ef2e8df78f1030a0012348209e9ecc36781a06010",
    "gcubed/io_data.html": "1e49aca10a7940e5dd5d2e433470a738678db396bb24520b21f400c462f57672",
    "gcubed/linearisation.html": "c0767f9a99bf99ac0b016233979dba5a7c52dc65dee195f347f02a4a986465d8",
    "gcubed/linearisation/equation_structure.html": "5f062129886c7e482714e4ad1e59a62a2fac8fb27adfe4e9df41d0382c3f7af9",
    "gcubed/linearisation/linear_model.html": "289a9ba93ea65fe83e5c7b0e460f67f00ac698c1e3ae35d83b545673f115592f",
    "gcubed/linearisation/model_solver.html": "c9e1b7e3e7842627ea1300c0d275a381541ef74d2c4cdf2314e24500a1efff38",
    "gcubed/linearisation/solution_memory.html": "927509fc5321ee85153a25e847690fd11b850e4d05c4197e4cd72c8513c8e6b6",
    "gcubed/linearisation/solved_model.html": "abc9e458214d6710971f0ab3cd3420d822bd55bfe5bf40bddf8872825e7702c5",
    "gcubed/linearisation/stable_manifold.html": "d55e5a3f513a3afb19e2a4ae6b09c2550b69e30588273dd4cb290d3d809564e6",
    "gcubed/linearisation/state_space_form.html": "4431dae4b26010c8c087b991f4989670783bebe30608afdb4a7e4c18ba0000ff",
    "gcubed/linearisation/workspace_calibration.html": "18220061f0444b1275e961928336c523dbe746c24569bdfcc99e6df0b8b8ed75",
    "gcubed/linearisation/workspace_planning.html": "23f202f2125caa626c5f9328f7816503b4ab48e278ce10bb4fd793a96e450bd8",
    "gcubed/memory_profile.html": "6055a41c9333caf6253563d86511275dcb1e7ef6591afcff46d4b104565e5faf",
    "gcubed/model.html": "2efc49f550a9b0a8d3db5317e870c4c52517999e6660628808b842a87dbc9982",
    "gcubed/model_configuration.html": "23eb68920fded06ab48bd4975985ddc0a3b88f7e45ab40973bfd0686b00b10a3",
    "gcubed/model_parameters.html": "e7363041d3cf810ea802398767638ac4c0f9f5dcda6063cc210ce2233ae7fbd8",
    "gcubed/model_parameters/capital_stock_returns.html": "612d6bb6c29e0ee21514ddbc73c50690915b341b5d3ded9f33b5d5cbbf3d2544",
    "gcubed/model_parameters/default_data.html": "4ae99d6a8668bdc193ab76f70466789dc513212a7e0d4cb76e32e5fbde5d6ad1",
    "gcubed/model_parameters/default_policy.html": "31c4f7fe2de1c9d5dd577b35615d9dabd94d8047302f6e3943bdfdeb7102c95c",
    "gcubed/model_parameters/defaults.html": "7a0f9a9db87e356b71ef78f0ab5e2e60496bed40e00728719497e5c1f1523f39",
    "gcubed/model_parameters/emission_intensities.html": "10905b56619d8c9e36fe515867c55e548cc2af8ca755d0d70a2f6d0d8bb5a7ea",
    "gcubed/model_parameters/parameters.html": "85bee7884bda246b423c9083b3dd052bf5ca60d82368f0fc02f37d1d91df484c",
    "gcubed/performance_regression.html": "3eea8604d548644d1dc642c99cb4f35be2d3019f28a34757037275de80c3ad78",
    "gcubed/projection_regression.html": "f5e8a5d5bf33c9c240956fadb012dbb5444fc504154c0a44b30e6e512360cf01",
    "gcubed/projections.html": "07e93bd8f8e9c7a3f24e03c5d10ad1b385f90ab95a4dae280cfa127100c12810",
    "gcubed/projections/_ev_calculation.html": "0cd6037e41b53d754f7bba5dc64f64c67a8e4fa995392db568b6eb5bb9b003dd",
    "gcubed/projections/baseline_projections.html": "7a325ce6913b2e443d0dc9284dd58519ba3e33eccbb40c8237c60393864b621e",
    "gcubed/projections/design_files.html": "de20b4d622c1f19e9af327c70d86f08a10fe29751405581ead41b134950c0b81",
    "gcubed/projections/equivalent_variation.html": "c5f6264dc4750d4fc2aa330e97543100f49282a403d7b41d3b0a229f1e1635d0",
    "gcubed/projections/gcubed_functions.html": "db3a9d9d7be17ef9af3b6412292a94234eb216d703651179b079dac68de97c6a",
    "gcubed/projections/gcubed_parameters.html": "43a11413c4325819b74758df1c3bd710a4edb22103ddb054ad49557a9894ef37",
    "gcubed/projections/model_updater.html": "46f5a27f84d64c983d8d484b7927dce57a7786bbb32b5be7d9ae0d5618e703e8",
    "gcubed/projections/monetary_basis.html": "64918c84add9ac8d7c9bcdbcb152c228b8fa652ea2d95502ba18e0b5bf579235",
    "gcubed/projections/projections.html": "a303e0ec1c8cc7a8ac7378e3e22bead3e4a67f729a7d70eb72dd8e7b4ccc259e",
    "gcubed/projections/real_interest_parity.html": "070759856364d9c6213c1adeeffd5f7c77054ddecf0b44769bbe0181cdc075cd",
    "gcubed/projections/shock_coordinates.html": "7c1fca566d3405922da687c8d0326c34fa3d1a8ab40eec83d1e8c7c965dfea1b",
    "gcubed/projections/simulation_layer.html": "44cdf75079abbd93a9babdd4a66fddcac2082a496c7651dd94c9728f670dc537",
    "gcubed/projections/simulation_layer_definition.html": "c21067f42573c2fdd0fd32de1c853088348b7662fd4cc75165df6017d59e4094",
    "gcubed/projections/simulation_layer_definitions.html": "def3c9f598f688e5d94fb89fc30ebe7bcf9cff90b5ec1c7321ffbf29caad210e",
    "gcubed/projections/terminal_closure.html": "2cdc04a52b9d866bf1a32f053b437ba0eebac824881e068d9ca8515b775c2c96",
    "gcubed/projections/terminal_projection.html": "132aa4cfb7bf35d5ce3303b0948cc843a7dc4b4c5ecd53df98cdfde212338bfa",
    "gcubed/projections/yield_curves.html": "c51e23088418fd053ee0afd3df1354a4a82899c3125f963ec57276dcc7f88f3d",
    "gcubed/reporting.html": "14c738d4abce440c47f34490b21b6c1bc30936ccd32cfade6bebbbb70d8d91dd",
    "gcubed/reporting/baseline_diagnostics.html": "b90e8df70d50d298ac3d378353e26a44ec77bf9463e7226bc9a5fb306a63af56",
    "gcubed/reporting/chartpacks.html": "422efc1ebfea61393b684b781e46af5aaf4e0f26b7ffceb4a7896e4690e05a80",
    "gcubed/reporting/intx_starting_points.html": "4fd14f04e0af1e2390b2ebbe80202073a7d103b3898ffe40ddec3feed12cd7e6",
    "gcubed/reporting/structural_equation_residuals.html": "9fa2437ef8b606c7f2fa06200d868f2c0435ff56aed66ad5fee603785ac20eed",
    "gcubed/runners.html": "66b503b2f5e57f035388b209496c3087cf48c4ad4a95e6df26699aef9ceff324",
    "gcubed/runners/advanced_runner.html": "d2beffd285dc70e38dfe7710028f42729ae7fcbb4bdc9b2d158557adbcf13d28",
    "gcubed/runners/baseline_runner.html": "2871b36a8dc5f0537585409514228503fdbbc138e2b85e82a43fc58da2083bbe",
    "gcubed/runners/simple_runner.html": "fd928345e27129a2ea17c29761aefa870cb7d15453e163d438425f0161a1b985",
    "gcubed/runners/simulation_runner.html": "719d131299af4dd07a0606fda76b84e8e6da5d2c11877b037cd00a573fdd685a",
    "gcubed/schemas.html": "7a939312329f3c4c7ca5adfd34c517e9df5d3befae46dd1b69ebc3cd48c1e80e",
    "gcubed/sym_data.html": "ac9a4f7303968b0eb518f49688199f3dcd0a4651226102ed42bec0c1cab7303a",
    "gcubed/tuning.html": "dcc2dca7bc4bc723ae70e8d32d8363f5beadae4447d4a31324360e7e757b7334",
    "index.html": "eaaa5bb18c60d60287293ed9eef2a89eb417e4ae96e9e42dad7234ae444859bf",
    "search.js": "fb1241648ed1b784dcd295cb195be53cebafd6750543e67a8945899caa9eb3c3"
  },
  "paths": {
    "imported_package": "src/gcubed/__init__.py",
    "source": "src",
    "templates": "src/pdoc_templates"
  },
  "producer": "gcubed-api-documentation",
  "python": {
    "implementation": "CPython",
    "version": "3.14.8"
  },
  "schema_version": 1,
  "site_context": {
    "context": {
      "assets": {
        "favicon": {
          "base64": "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",
          "media_type": "image/x-icon",
          "path": "favicon.ico",
          "sha256": "682a8931b3a7646525b922d397588e2dccaf6f47741311b06230373af85137aa"
        },
        "logo": {
          "base64": "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",
          "media_type": "image/png",
          "path": "assets/images/logo.png",
          "sha256": "d746e80fc0d28deca2c19197ceda4cdaa2cc8876aef7c2fecb2f3d2736882ad6"
        }
      },
      "navigation": [
        {
          "title": "G-Cubed models",
          "url": "/gcubed/"
        },
        {
          "title": "Economic scenarios",
          "url": "/economic_scenarios/"
        },
        {
          "title": "Getting started",
          "url": "/getting_started/"
        },
        {
          "title": "Model configuration",
          "url": "/model_configuration/"
        },
        {
          "title": "Experiment design",
          "url": "/experiment_design/"
        },
        {
          "title": "Running experiments",
          "url": "/running_experiments/"
        },
        {
          "title": "Data files",
          "url": "/data_files/"
        },
        {
          "title": "Reporting",
          "url": "/reporting/"
        },
        {
          "title": "Getting updates",
          "url": "/updates/"
        },
        {
          "title": "Deployment options",
          "url": "/deployment/"
        },
        {
          "title": "Security",
          "url": "/security/"
        },
        {
          "title": "YAML formats",
          "url": "/yaml-formats/"
        },
        {
          "title": "Saved model-run chart examples",
          "url": "/assets/chartpack-examples/model-run-provenance/"
        },
        {
          "title": "McKibbin Software Group",
          "url": "https://gcubed.com/"
        }
      ],
      "producer": "gcubed-api-site-context",
      "provenance": {
        "git": {
          "modified": true,
          "revision": "7cf9da1d2e4d46d2a4aacdf7140e61e0e9ec3b15"
        },
        "inputs": {
          "files": {
            ".ruby-version": "f02a81f28ef1401e3cd199fc021643de3350812c53c8a00003b70124fb243e43",
            "Gemfile.lock": "a92e9bef83d634cf9d529af4258181a63b3041fd25bc400014f51266a3056a6b",
            "config/production.yml": "37614f3f78e3e098184792881041e20d9abbe40221bf5780a48915dc462048f0",
            "docs/_config.yml": "0042d2e16fb7ce1cfd65372784d3986e08e2270fe7ed29f90f90b44afc4b8aa7",
            "docs/assets/images/logo.png": "d746e80fc0d28deca2c19197ceda4cdaa2cc8876aef7c2fecb2f3d2736882ad6",
            "docs/favicon.ico": "682a8931b3a7646525b922d397588e2dccaf6f47741311b06230373af85137aa",
            "script/export-api-site-context.rb": "ead7c13d0e189c532ffe66e4116ece297c0e217cf9b73bef5b92af4c90c112b4",
            "theme/_includes/components/nav/sorted.html": "e3153a7e2b37a385b0c70b948dcaa03e9b36afe07457d62d6ef160f15d25dcc3"
          },
          "navigation_sha256": "ff46c61a1d548b2dd116a539d398786670abed4d60b430980e15ee1c2e37e5a0",
          "page_count": 23231,
          "sha256": "1f3e3f374614ac3a84cb5d65a7eaf6b1346e7bde1e7a2ca0937b5fb8365defb2"
        },
        "runtime": {
          "jekyll": "4.4.1",
          "ruby": "3.4.11",
          "theme": "just-the-docs",
          "theme_version": "0.12.0"
        }
      },
      "schema_version": 1,
      "site": {
        "home": "https://documentation.gcubed.com/",
        "title": "G-Cubed"
      }
    },
    "export_sha256": "3bcd1c3c7fabae6ebda5990b076b10ff094c05ebe193b0e9ec77ed4fdcdcb070",
    "sha256": "8518c5a5982fcadb24097ecd2dff1af673d474a2b6027c5db3b970cf3d490256"
  },
  "version": "5.0.2.0"
}
