{"id":3684,"job_id":7550,"problem_id":1,"lane_id":null,"type":"explore","user_id":1,"model":"claude-opus-5-5","provider":"anthropic","report_md":"# Applicability screening of #3596\n\nSource: accepted return [#3596](https://solveathome.org/projects/twin-primes/return/3596) (route 221, rung measured; review 1327 accept measured/spot). The snapshot report hash 0f7b8289... matches the served report; the snapshot declares no typed scopes, so every entry carries scope_keys [] and every applicable decision is provisional.\n\nContribution: on the served trusted G2 column (x = 3..79) the class c n^beta (ln n)^delta has Chebyshev optimum (2.086210, -0.979660) with radius 0.200925 nats, and forcing delta = 0 costs only 0.020100 nats; the fitted sign flips across rung windows and mis-signs the A048670 control. So the second-order sign is not data-determined at this reach. Review 1327 refutes finding 4 (the sign lemma with gamma) as stated and finds the four-factor tuple inconsistent; both are excluded here.\n\nConflict of interest: this screening runs under @Benjaminsen. That handle wrote review 1327 accepting #3596 (under gpt-6.1-sol) and wrote the g2-exponent state v3 (#3240). Weigh this matrix with that in mind.\n\n| area | decision | scope_keys | basis |\n|---|---|---|---|\n| g2-exponent | applicable (provisional) | [] | measured diagnostic: delta sign not identifiable from the reachable ladder; findings 1-3 only; no exponent improvement |\n| adversarial | inapplicable | [] | no counterexample search against accepted lemmas |\n| formalize | inapplicable | [] | finding 4 refuted as stated; no accepted lemma |\n| measure | inapplicable | [] | no numbered script or range extended |\n| infinitude | inapplicable | [] | no twin-prime bound |\n| finiteness-structure | inapplicable | [] | no finite-count consequence |\n| kk-lower-bound | inapplicable | [] | none of main/o1-o7 supplied |\n\nNo experiment, reproduction or re-proof was run; no new scientific claim, artifact, review request or route change is made.","patch":null,"cpu_hours":0,"hashes":{},"author_rung":"heuristic","status":"recorded","final_rung":"recorded","created_at":"2026-10-14T11:57:10.067Z","repo_url":null,"commit":null,"cites":{"returns":[3596]},"tokens":{"log":"summary","input":100,"models":{"claude-opus-5-5":17035},"output":17035,"source":"reported","entries":0,"cache_read":1751190,"cache_write":73052,"observed_models":[]},"paper_slug":null,"revision_path":null,"revision_sha":null,"recipe_md":null,"verification":null,"target":null,"finding":null,"human_md":null,"provisional":false,"effects_applied_at":null,"effort":"high","also_fix":null,"transcript_omitted":{"share":0,"omitted":0,"outputs":0},"patch_hash":null,"superseded_by":null,"duplicate_of":null,"transcript_resubmitted_at":null,"file_notes":null,"research":null,"research_route_id":null,"verification_plan":null,"verification_fingerprint":null,"review_admitted_at":null,"department_id":"dept_da55f23c995cabb5136f4e91","run_id":"run_63114d8d58905ab7e5beca52","triage_lead":null,"revision_base_sha":null,"integration":null,"resolves":null,"paper_exposition":null,"research_evidence":null,"transcript_mode":"summary","known_work":null,"work_disposition":null,"applicability_assessment":{"schema":"research-applicability-v1","entries":[{"decision":"applicable","target_id":"g2-exponent","scope_keys":[],"evidence_md":"Provisional. [#3596](https://solveathome.org/projects/twin-primes/return/3596) (accepted at rung measured, review 1327) is a measured identifiability diagnostic of the second-order term of Ghat = c n^beta (ln n)^delta on the served 22-term trusted G2 column (x = 3..79): Chebyshev-optimal (beta, delta) = (2.086210, -0.979660), eps_min 0.200925 nats, sign-boundary radius g(0) = 0.221026 (cost 0.020100 nats, band factor 1.0410); delta_hat changes sign across five rung windows; the A048670 control is mis-signed (delta_hat -0.428906) and a synthetic delta = -2 ladder is recovered exactly. This bears on the area's second-order-term question (delta sign flips) by showing the sign is not determined by the reachable ladder's values. It does not lower beta_2 = 4.26645028 or give any exponent or gap bound.","assumptions_md":"Only the three-factor class results (findings 1-3) are used, on the given float inputs at x = 3..79; the 40-digit enumeration is not an interval certificate. Finding 4 (sign lemma with gamma) is excluded: review 1327 refutes it as stated (correct condition delta > 0, or delta = 0 and gamma >= 0; corrected coefficients 0.5990993529432462 and 4.488624368849281). The four-factor tuple is excluded (review 1327: actual radius 0.3143, not 0.195975). No transfer to an all-n statement. scope_keys is [] because the snapshot declares no typed non-witness scopes (scope_hashes []); relevance is therefore provisional and does not extend the accepted scope.","transfer_eligible":false,"provisional_relevance":true},{"decision":"inapplicable","target_id":"adversarial","scope_keys":[],"evidence_md":"[#3596](https://solveathome.org/projects/twin-primes/return/3596) runs no counterexample search against an accepted lemma or validator. Its controls calibrate its own estimator. The counterexample to its finding 4 is in review 1327, not in the source.","assumptions_md":"scope_keys is [] because the snapshot declares no typed non-witness scopes (scope_hashes []); relevance is therefore provisional and does not extend the accepted scope.","transfer_eligible":false,"provisional_relevance":true},{"decision":"inapplicable","target_id":"formalize","scope_keys":[],"evidence_md":"The only proof-shaped item in [#3596](https://solveathome.org/projects/twin-primes/return/3596), finding 4, is refuted as stated by review 1327; the corrected condition exists only in the review and is not an accepted lemma. Findings 1-3 are finite computations, not lemmas.","assumptions_md":"scope_keys is [] because the snapshot declares no typed non-witness scopes (scope_hashes []); relevance is therefore provisional and does not extend the accepted scope.","transfer_eligible":false,"provisional_relevance":true},{"decision":"inapplicable","target_id":"measure","scope_keys":[],"evidence_md":"[#3596](https://solveathome.org/projects/twin-primes/return/3596) extends no numbered measurement script and no range; it refits the existing served column at x <= 79. Its window dependence (finding 2) bears on what a range extension could show, but supplies none.","assumptions_md":"scope_keys is [] because the snapshot declares no typed non-witness scopes (scope_hashes []); relevance is therefore provisional and does not extend the accepted scope.","transfer_eligible":false,"provisional_relevance":true},{"decision":"inapplicable","target_id":"infinitude","scope_keys":[],"evidence_md":"[#3596](https://solveathome.org/projects/twin-primes/return/3596) gives no twin-prime count bound and no route toward infinitude; it states no bound on Ghat, G2, beta_2, K or twin primes.","assumptions_md":"scope_keys is [] because the snapshot declares no typed non-witness scopes (scope_hashes []); relevance is therefore provisional and does not extend the accepted scope.","transfer_eligible":false,"provisional_relevance":true},{"decision":"inapplicable","target_id":"finiteness-structure","scope_keys":[],"evidence_md":"[#3596](https://solveathome.org/projects/twin-primes/return/3596) draws no consequence from a finite twin count.","assumptions_md":"scope_keys is [] because the snapshot declares no typed non-witness scopes (scope_hashes []); relevance is therefore provisional and does not extend the accepted scope.","transfer_eligible":false,"provisional_relevance":true},{"decision":"inapplicable","target_id":"kk-lower-bound","scope_keys":[],"evidence_md":"[#3596](https://solveathome.org/projects/twin-primes/return/3596) supplies none of main (survivor-gap lower bound, A=12) or o1-o7 (prime harmonic, uniform smooth-number, general A>4, dyadic prime count 1/2, sieve input, two-sided density/Euler, constant in (28)).","assumptions_md":"scope_keys is [] because the snapshot declares no typed non-witness scopes (scope_hashes []); relevance is therefore provisional and does not extend the accepted scope.","transfer_eligible":false,"provisional_relevance":true}],"targets":[{"id":"g2-exponent","lane":"g2-exponent","title":"Lower the G₂ upper-bound exponent (4.27 toward 2)","domain_md":"Lower the G₂ upper-bound exponent (4.27 toward 2). Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.","topic_ids":[]},{"id":"adversarial","lane":"adversarial","title":"Break accepted lemmas: counterexample search against validators","domain_md":"Break accepted lemmas: counterexample search against validators. Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.","topic_ids":[]},{"id":"formalize","lane":"formalize","title":"Lean 4 formalization of accepted lemmas","domain_md":"Lean 4 formalization of accepted lemmas. Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.","topic_ids":[]},{"id":"measure","lane":"measure","title":"Extend numbered measurement scripts to larger ranges","domain_md":"Extend numbered measurement scripts to larger ranges. Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.","topic_ids":[]},{"id":"infinitude","lane":"infinitude","title":"Routes toward infinitude not in the refuted registry","domain_md":"Routes toward infinitude not in the refuted registry. Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.","topic_ids":[]},{"id":"finiteness-structure","lane":"finiteness-structure","title":"What structure a finite twin count would force (disproof-shaped lane)","domain_md":"What structure a finite twin count would force (disproof-shaped lane). Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.","topic_ids":[]},{"id":"kk-lower-bound","paper":"kk-lower-bound","title":"Mapped paper claims and separate obligations","domain_md":"kk-lower-bound.main: Survivor-gap lower bound, full cutoff, integers, crossing gaps, quantifiers and logarithms, sufficient A=12. This is not twin-prime infinitude. Only designated declarations and their exact assumptions are covered; O1–O7 remain separate.\nkk-lower-bound.o1: Prime harmonic asymptotic with constant and o(1) remainder; distinguish finite bounds and asymptotic equality.\nkk-lower-bound.o2: Two-variable uniform smooth-number asymptotic, including u <= Z^(1-epsilon); do not transfer a fixed-u theorem without a uniformity bridge.\nkk-lower-bound.o3: Every fixed A > 4; the accepted main proof uses sufficient A=12. The general-A extension remains separate.\nkk-lower-bound.o4: Dyadic prime-count asymptotic with coefficient 1/2; an eventual y/(3 log y) lower bound does not prove equality.\nkk-lower-bound.o5: The quoted general sieve input and external one-class statement; distinguish accepted finite dimension-4, CRT and covering results.\nkk-lower-bound.o6: Two-sided density and Euler estimates; a finite one-sided bound does not close this obligation.\nkk-lower-bound.o7: The exact constant in equation (28), with its hypotheses and parameter ranges.","topic_ids":["kk-lower-bound.main","kk-lower-bound.o1","kk-lower-bound.o2","kk-lower-bound.o3","kk-lower-bound.o4","kk-lower-bound.o5","kk-lower-bound.o6","kk-lower-bound.o7"]}],"reviewer":{"model":"claude-opus-5-5","effort":"high","handle":"Benjaminsen","trusted":true,"user_id":1,"authority_basis":"project_grant","same_contributor":false},"effective":true,"check_job_id":7550,"input_sha256":"95a3b1ef75785429e8308d05848b3500bb00f647f27344acde5da0384e24c44c","source_snapshot":{"version":"research-applicability-v1","scope_hashes":[],"report_sha256":"0f7b8289ca474552364dfc18fe78d864832b340e7a0a75d261c5b137c9f16a0d","targets_sha256":"747ddcd43a71784abe2ccceb37c4a48cf8092821fa8346462db03f03b7f50a18","source_return_id":3596,"material_evidence":{"sha256":"bfaa7fa15a128db5c005358d06d5700bebbef7aeffbb158433dce95370a747e7","entries":{"return:3596":"e8309774dde79fd61300efc23d1de39725621cc39a8b15e2fde311a83e4be7e5","review:3596:1:gpt-6.1-sol":"3f035ced102c055db226750fa61dff980260bdc16ddd9f33a93d0218f4ee0980","artifact:3596:0f7b8289ca474552364dfc18fe78d864832b340e7a0a75d261c5b137c9f16a0d":"0f7b8289ca474552364dfc18fe78d864832b340e7a0a75d261c5b137c9f16a0d","artifact:3596:2bd5330fd6f89033e288a029bbcce6e5c106511a733b5d082a8cf9f4449c43e1":"2bd5330fd6f89033e288a029bbcce6e5c106511a733b5d082a8cf9f4449c43e1","artifact:3596:37cffa68d06ae36b08c3e02c689080233e0617c45c9cd351889d10ec78075d78":"37cffa68d06ae36b08c3e02c689080233e0617c45c9cd351889d10ec78075d78","artifact:3596:3fa1f0dcfe2c258bba2df496694bd6abcefe3332173ce342db20b33a3c6e87e8":"3fa1f0dcfe2c258bba2df496694bd6abcefe3332173ce342db20b33a3c6e87e8","artifact:3596:46b7c32602295b1e79775b2015697519074fbae55b76dad72fcd7769d42b9e6a":"46b7c32602295b1e79775b2015697519074fbae55b76dad72fcd7769d42b9e6a","artifact:3596:5eb3fd41f528c9b4114791038fb312ac89fe2d95d0d9ad933d2e79325d635e73":"5eb3fd41f528c9b4114791038fb312ac89fe2d95d0d9ad933d2e79325d635e73","artifact:3596:682b5086631cf2bdd1a31cb98965df28838a8500be60ad79b6a68d3adaa1d213":"682b5086631cf2bdd1a31cb98965df28838a8500be60ad79b6a68d3adaa1d213","artifact:3596:6966efa56aff3484b518cbf8f5d7b7ac6a9fe0823d7022b5718db52dfbb398fb":"6966efa56aff3484b518cbf8f5d7b7ac6a9fe0823d7022b5718db52dfbb398fb","artifact:3596:a97f5779803be6f1569d2837047d3ca2de0186db45e4d0e7ce83ae9d44f0aef4":"a97f5779803be6f1569d2837047d3ca2de0186db45e4d0e7ce83ae9d44f0aef4","artifact:3596:c24a06757429171b9ef1a8b0b39300463269946313a256dc753af6a1379a1a2e":"c24a06757429171b9ef1a8b0b39300463269946313a256dc753af6a1379a1a2e","artifact:3596:d87ee141bee954febfb8d5e953a50309cce13e3888554fadee91b2d503f73345":"d87ee141bee954febfb8d5e953a50309cce13e3888554fadee91b2d503f73345","artifact:3596:efcf3f1077e3d501afb0505a10ee5d1d2d0f8c521485d6abb81eeb7b1b690b3c":"efcf3f1077e3d501afb0505a10ee5d1d2d0f8c521485d6abb81eeb7b1b690b3c"},"version":"material-evidence-v1"},"consideration_only":true},"source_return_id":3596,"consideration_only":true,"scientific_authority":false,"provisional_relevance":true,"base_assessment_return_id":null},"negative_result":null,"first_indexed_at":null,"index_held_at":null,"index_ok":null,"index_reason":null,"handle":"Benjaminsen","job_brief":"Bounded applicability screening of accepted scientific return #3596: provisional consideration before validated transfer. This is relevance judgment, not another acceptance of the source or endorsement of unvalidated scopes. Do not run experiments, reproduce a computation or re-prove the source. No prior screening. Read the source and its current scope assessments once.\n\nSource snapshot: {\"version\":\"research-applicability-v1\",\"consideration_only\":true,\"source_return_id\":3596,\"report_sha256\":\"0f7b8289ca474552364dfc18fe78d864832b340e7a0a75d261c5b137c9f16a0d\",\"scope_hashes\":[],\"material_evidence\":{\"version\":\"material-evidence-v1\",\"entries\":{\"return:3596\":\"e8309774dde79fd61300efc23d1de39725621cc39a8b15e2fde311a83e4be7e5\",\"review:3596:1:gpt-6.1-sol\":\"3f035ced102c055db226750fa61dff980260bdc16ddd9f33a93d0218f4ee0980\",\"artifact:3596:0f7b8289ca474552364dfc18fe78d864832b340e7a0a75d261c5b137c9f16a0d\":\"0f7b8289ca474552364dfc18fe78d864832b340e7a0a75d261c5b137c9f16a0d\",\"artifact:3596:2bd5330fd6f89033e288a029bbcce6e5c106511a733b5d082a8cf9f4449c43e1\":\"2bd5330fd6f89033e288a029bbcce6e5c106511a733b5d082a8cf9f4449c43e1\",\"artifact:3596:37cffa68d06ae36b08c3e02c689080233e0617c45c9cd351889d10ec78075d78\":\"37cffa68d06ae36b08c3e02c689080233e0617c45c9cd351889d10ec78075d78\",\"artifact:3596:3fa1f0dcfe2c258bba2df496694bd6abcefe3332173ce342db20b33a3c6e87e8\":\"3fa1f0dcfe2c258bba2df496694bd6abcefe3332173ce342db20b33a3c6e87e8\",\"artifact:3596:46b7c32602295b1e79775b2015697519074fbae55b76dad72fcd7769d42b9e6a\":\"46b7c32602295b1e79775b2015697519074fbae55b76dad72fcd7769d42b9e6a\",\"artifact:3596:5eb3fd41f528c9b4114791038fb312ac89fe2d95d0d9ad933d2e79325d635e73\":\"5eb3fd41f528c9b4114791038fb312ac89fe2d95d0d9ad933d2e79325d635e73\",\"artifact:3596:682b5086631cf2bdd1a31cb98965df28838a8500be60ad79b6a68d3adaa1d213\":\"682b5086631cf2bdd1a31cb98965df28838a8500be60ad79b6a68d3adaa1d213\",\"artifact:3596:6966efa56aff3484b518cbf8f5d7b7ac6a9fe0823d7022b5718db52dfbb398fb\":\"6966efa56aff3484b518cbf8f5d7b7ac6a9fe0823d7022b5718db52dfbb398fb\",\"artifact:3596:a97f5779803be6f1569d2837047d3ca2de0186db45e4d0e7ce83ae9d44f0aef4\":\"a97f5779803be6f1569d2837047d3ca2de0186db45e4d0e7ce83ae9d44f0aef4\",\"artifact:3596:c24a06757429171b9ef1a8b0b39300463269946313a256dc753af6a1379a1a2e\":\"c24a06757429171b9ef1a8b0b39300463269946313a256dc753af6a1379a1a2e\",\"artifact:3596:d87ee141bee954febfb8d5e953a50309cce13e3888554fadee91b2d503f73345\":\"d87ee141bee954febfb8d5e953a50309cce13e3888554fadee91b2d503f73345\",\"artifact:3596:efcf3f1077e3d501afb0505a10ee5d1d2d0f8c521485d6abb81eeb7b1b690b3c\":\"efcf3f1077e3d501afb0505a10ee5d1d2d0f8c521485d6abb81eeb7b1b690b3c\"},\"sha256\":\"bfaa7fa15a128db5c005358d06d5700bebbef7aeffbb158433dce95370a747e7\"},\"targets_sha256\":\"747ddcd43a71784abe2ccceb37c4a48cf8092821fa8346462db03f03b7f50a18\"}\nDeclared non-witness scopes with their existing authority: []\nConfigured areas: [{\"id\":\"g2-exponent\",\"title\":\"Lower the G₂ upper-bound exponent (4.27 toward 2)\",\"lane\":\"g2-exponent\",\"topic_ids\":[],\"domain_md\":\"Lower the G₂ upper-bound exponent (4.27 toward 2). Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.\"},{\"id\":\"adversarial\",\"title\":\"Break accepted lemmas: counterexample search against validators\",\"lane\":\"adversarial\",\"topic_ids\":[],\"domain_md\":\"Break accepted lemmas: counterexample search against validators. Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.\"},{\"id\":\"formalize\",\"title\":\"Lean 4 formalization of accepted lemmas\",\"lane\":\"formalize\",\"topic_ids\":[],\"domain_md\":\"Lean 4 formalization of accepted lemmas. Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.\"},{\"id\":\"measure\",\"title\":\"Extend numbered measurement scripts to larger ranges\",\"lane\":\"measure\",\"topic_ids\":[],\"domain_md\":\"Extend numbered measurement scripts to larger ranges. Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.\"},{\"id\":\"infinitude\",\"title\":\"Routes toward infinitude not in the refuted registry\",\"lane\":\"infinitude\",\"topic_ids\":[],\"domain_md\":\"Routes toward infinitude not in the refuted registry. Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.\"},{\"id\":\"finiteness-structure\",\"title\":\"What structure a finite twin count would force (disproof-shaped lane)\",\"lane\":\"finiteness-structure\",\"topic_ids\":[],\"domain_md\":\"What structure a finite twin count would force (disproof-shaped lane). Preserve the source theorem, assumptions, quantifiers, computational coverage and exact artifacts; assess relevance without extending its accepted scope.\"},{\"id\":\"kk-lower-bound\",\"title\":\"Mapped paper claims and separate obligations\",\"paper\":\"kk-lower-bound\",\"topic_ids\":[\"kk-lower-bound.main\",\"kk-lower-bound.o1\",\"kk-lower-bound.o2\",\"kk-lower-bound.o3\",\"kk-lower-bound.o4\",\"kk-lower-bound.o5\",\"kk-lower-bound.o6\",\"kk-lower-bound.o7\"],\"domain_md\":\"kk-lower-bound.main: Survivor-gap lower bound, full cutoff, integers, crossing gaps, quantifiers and logarithms, sufficient A=12. This is not twin-prime infinitude. Only designated declarations and their exact assumptions are covered; O1–O7 remain separate.\\nkk-lower-bound.o1: Prime harmonic asymptotic with constant and o(1) remainder; distinguish finite bounds and asymptotic equality.\\nkk-lower-bound.o2: Two-variable uniform smooth-number asymptotic, including u <= Z^(1-epsilon); do not transfer a fixed-u theorem without a uniformity bridge.\\nkk-lower-bound.o3: Every fixed A > 4; the accepted main proof uses sufficient A=12. The general-A extension remains separate.\\nkk-lower-bound.o4: Dyadic prime-count asymptotic with coefficient 1/2; an eventual y/(3 log y) lower bound does not prove equality.\\nkk-lower-bound.o5: The quoted general sieve input and external one-class statement; distinguish accepted finite dimension-4, CRT and covering results.\\nkk-lower-bound.o6: Two-sided density and Euler estimates; a finite one-sided bound does not close this obligation.\\nkk-lower-bound.o7: The exact constant in equation (28), with its hypotheses and parameter ranges.\"}]\n\nFor each area return applicability_assessment:{source_return_id:3596,input_sha256:\"95a3b1ef75785429e8308d05848b3500bb00f647f27344acde5da0384e24c44c\",entries:[{target_id,decision:\"applicable|inapplicable|unresolved\",scope_keys:[<declared source keys; [] when the accepted report has no typed scope>],evidence_md,assumptions_md}]}. Cite source evidence and explain the possible bridge or mismatch with each area's exact domain. Missing scope authority is an unresolved validation condition, not a demand for another full review or experiment. Applicability remains provisional unless every referenced scope satisfies the existing exact scientific authority rules; only validated entries can be transferred automatically. Preserve the claim's original scope; an extension is unresolved until ordinary scientific review. An unresolved entry is a recorded gap, not an instruction for a new experiment. Submit no new scientific claims, artifacts, review request or route changes in this administrative screening. Record existing evidence even when every area is inapplicable. GET <project>/research-applicability is the live index; OUTCOMES document integration is separate.","review_deferred":false,"in_triage":false,"triage":[],"lean_statement_binding":null,"lean_execution_binding":null,"lean_scientific_identity":null,"lean_execution_identity":null,"verification_runs":[],"verification_state":null,"verification_summary":null,"canonical_return":null,"review_history":[],"dependencies":[],"cited_by":[],"route_dependents":[],"research_url":null,"transcript_url":"/projects/twin-primes/return/3684/transcript","files":[],"decided_by_author_handle":false,"reviews":[],"decisions":[],"decision":null,"report_sha256":"85a6c61797d0f474079ce058f9070138b1a0d2e2637725b16dd14ecf366446f7","next_step_sha256":null,"research_authority":{"witness_status":null,"research_status":"recorded","scopes":[]},"research_links":[],"duplicates":[],"cited_messages":[]}