build(agent): new-agents#a6e6ec iteration
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node_modules/
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.npmrc
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.env
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.env.*
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__tests__/
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coverage/
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.nyc_output/
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dist/
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build/
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.cache/
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*.log
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.DS_Store
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tmp/
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.tmp/
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__pycache__/
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*.pyc
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.venv/
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venv/
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*.egg-info/
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.pytest_cache/
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READY_TO_PUBLISH
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# AGENTS.md
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Architecture and contribution guide for CatOpt-Grid.
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- Goal: provide a production-ready, cross-domain, privacy-preserving distributed optimization framework inspired by category theory.
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- Scope: MVP skeleton that establishes core primitives (Objects, Morphisms, Functors) and a minimal ADMM-like solver with delta-sync semantics.
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- Roles: agents (local problem solvers), adapters (Cross-domain mappings), channels (data exchange), and governance/logging components.
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Project Rules
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- Follow the architecture described in the main repository README and this AGENTS.md.
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- Tests must pass locally via the provided test.sh script.
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- Packaging must be verifiable by python3 -m build and the project must expose a valid packaging entry (pyproject.toml).
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- Do not introduce breaking changes to the public API without updating tests and documentation.
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Development workflow
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- Implement small, well-scoped changes first (per the editing approach).
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- Write/adjust tests to cover new behavior.
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- Update README with usage, install, and contribution guidelines.
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Testing and CI
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- Run test.sh locally to validate functionality and packaging viability.
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- Ensure test coverage exercises core primitives: LocalProblem, SharedVariable, and the ADMM-lite solver.
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Changelog and governance
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- Document design decisions, tradeoffs, and privacy/security considerations in the README and AGENTS.md.
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End of AGENTS.md
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24
README.md
24
README.md
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# catopt-grid-category-theoretic-compositi
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# CatOpt-Grid
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A modular, open-source framework that expresses distributed optimization problems across heterogeneous edge devices (DERs, meters, mobility chargers, water pumps) in a category-theory-inspired formalism. CatOpt-Grid defines a small calculus where:
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-
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Category-Theoretic Compositional Optimizer for Cross-Domain, Privacy-Preserving Distributed Edge Meshes.
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This repository provides a production-ready skeleton for CatOpt-Grid, a framework that expresses distributed optimization problems across heterogeneous edge devices (DERs, meters, mobility chargers, water pumps) using category-theoretic primitives: Objects (local problems), Morphisms (data exchange channels), and Functors (adapters). It aims to enable composability, privacy-preserving aggregation, and delta-sync semantics across partitions.
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Design goals
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- Privacy by design: secure aggregation, optional local differential privacy, and federated updates.
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- Distributed optimization core: a robust, ADMM-like solver with convergence guarantees for broad convex classes.
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- Cross-domain adapters: marketplace and SDK; codegen targets (Rust/C) for edge devices; schema registry for interoperability.
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- Governance and data policy: auditable logs and policy fragments for visibility control.
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- Open interoperability: plasma with Open-EnergyMesh and CosmosMesh for cross-domain coordination.
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Getting started
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- This is a skeleton MVP focused on core primitives and a minimal solver to enable testing and integration.
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- Install: python3 -m pip install . (after packaging)
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- Run tests: bash test.sh
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Contributing
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- See AGENTS.md for architectural rules and contribution guidelines.
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READY_TO_PUBLISH marker is used to signal completion in the publishing workflow.
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from .core import LocalProblem, SharedVariable, PlanDelta, TimeRound
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from .solver import admm_lite
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__all__ = ["LocalProblem", "SharedVariable", "PlanDelta", "TimeRound", "admm_lite"]
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from __future__ import annotations
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from dataclasses import dataclass
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from typing import Callable, List, Optional
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@dataclass
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class TimeRound:
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index: int
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timestamp: float
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@dataclass
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class PlanDelta:
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delta: List[float]
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version: int
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@dataclass
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class SharedVariable:
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name: str
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value: List[float]
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version: int = 0
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@dataclass
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class LocalProblem:
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id: str
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dimension: int
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# Optional gradient function for the local objective: grad(x) -> list of length dimension
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objective_grad: Optional[Callable[[List[float]], List[float]]] = None
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# Optional per-asset offset that the gradient may push towards
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target: Optional[List[float]] = None
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data: Optional[dict] = None
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def __post_init__(self):
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if self.dimension <= 0:
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raise ValueError("dimension must be positive")
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if self.target is not None and len(self.target) != self.dimension:
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raise ValueError("target shape must match dimension")
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from __future__ import annotations
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from typing import List, Dict
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from .core import LocalProblem
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def admm_lite(problems: List[LocalProblem], rho: float = 1.0, max_iter: int = 50) -> Dict:
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"""
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A minimal ADMM-lite solver across a set of LocalProblem instances.
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This is a toy implementation intended for integration testing and as a
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scaffold for real solvers. Each problem provides a gradient function
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objective_grad(x). If not provided, the gradient is assumed to be zero.
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The solver maintains local variables x_i for each problem and a consensus
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variable z. It performs a simple primal update followed by a consensus step.
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The function returns a dict containing the final local variables and the consensus.
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"""
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if len(problems) == 0:
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return {"X": [], "Z": None, "iterations": 0}
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dims = [p.dimension for p in problems]
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if not all(d == dims[0] for d in dims):
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raise ValueError("All problems must have the same dimension for this toy solver.")
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dim = dims[0]
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# Initialize local variables and consensus as Python lists
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X: List[List[float]] = [[0.0 for _ in range(dim)] for _ in problems]
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Z: List[float] = [0.0 for _ in range(dim)]
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def _grad(p: LocalProblem, x: List[float]) -> List[float]:
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if p.objective_grad is None:
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return [0.0 for _ in range(dim)]
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return p.objective_grad(x)
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for _ in range(max_iter):
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# Local update (proximal-like step towards consensus Z)
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for i, p in enumerate(problems):
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g = _grad(p, X[i])
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# X[i] = X[i] - (1/rho) * g - (1/rho) * (X[i] - Z)
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for d in range(dim):
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X[i][d] = X[i][d] - (1.0 / max(1e-8, rho)) * g[d] - (1.0 / max(1e-8, rho)) * (X[i][d] - Z[d])
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# Global consensus update (element-wise average)
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for d in range(dim):
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Z[d] = sum(X[i][d] for i in range(len(X))) / len(X)
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return {"X": X, "Z": Z, "iterations": max_iter}
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[build-system]
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requires = ["setuptools", "wheel"]
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build-backend = "setuptools.build_meta"
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[project]
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name = "catopt-grid"
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version = "0.1.0"
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description = "Category-theoretic compositional optimizer skeleton for cross-domain distributed edge meshes (MVP)."
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readme = "README.md"
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requires-python = ">=3.9"
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license = {text = "MIT"}
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authors = [{name = "OpenCode AI", email = "ops@example.com"}]
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dependencies = [
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"numpy>=1.23",
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"pydantic>=1.10",
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]
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[tool.setuptools.packages.find]
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where = ["catopt_grid"]
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#!/usr/bin/env bash
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set -euo pipefail
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echo "Running tests..."
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pytest -q
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echo "Building package..."
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python3 -m build
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echo "All tests passed."
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import sys
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import os
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repo_root = os.path.abspath(os.path.join(os.path.dirname(__file__), ".."))
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if repo_root not in sys.path:
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sys.path.insert(0, repo_root)
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from catopt_grid.core import LocalProblem
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from catopt_grid.solver import admm_lite
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def test_admm_lite_basic_convergence_like_setup():
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# Two problems with dimension 2
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def grad_factory(target):
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def g(x):
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return [xi - ti for xi, ti in zip(x, target)]
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return g
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p1 = LocalProblem(id="p1", dimension=2, objective_grad=grad_factory([1.0, 0.0]))
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p2 = LocalProblem(id="p2", dimension=2, objective_grad=grad_factory([0.0, 1.0]))
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res = admm_lite([p1, p2], rho=1.0, max_iter=20)
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X = res["X"]
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Z = res["Z"]
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assert len(X) == 2
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for xi in X:
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assert len(xi) == 2
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assert all(not (val != val) for val in xi) # no NaN
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assert len(Z) == 2
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# In this toy setup, the consensus should lie between the two targets [1,0] and [0,1]
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target_mean = [0.5, 0.5]
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assert all(abs(a - b) <= 0.5 for a, b in zip(Z, target_mean))
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