Election Infrastructure Cyber Defense & Precinct Resilience Simulator

Auditing CISA coordination, air-gaps, Albert telemetry, and voter-verifiable paper audits

โš™๏ธ Defense Policy 500k Voters
CISA technical support, EI-ISAC threat sharing & coordinator status.
Paper verification vs paperless direct recording electronic (DRE).
Local budget for physical security, training, and MFA pollbooks.
24/7 automated network anomaly inspection on voter database gateways.
๐ŸŒ Multi-Tier Election Infrastructure Topology โ— Network Normal
ZONE 1: CONNECTED SERVICES AIR-GAP ISOLATION AUDIT VERIFICATION ๐Ÿ—„๏ธ Voter DB (Online) Albert Sensor Monitored ๐Ÿ“‹ Check-in Pollbook Encrypted Local Sync AIR-GAPPED TABULATOR Optical Scanner No Internet / Wi-Fi โœ“ Physical Paper Ballot PAPER AUDIT TRAIL Risk-Limiting Audit Hand-count sample 100% Math Evidence ๐Ÿ“Š ENR Public Web Portal Unofficial Results (CDN)
โšก Threat Injection Live Testing
Overall Integrity Score
96/100
High resilience with multi-layer defense
Air-Gap Breach Risk
0.0% (Physical isolation verified)
Tabulators contain no network interfaces
Paper Audit Resilience
100% verifiable via Risk-Limiting Audit
Independent hand recount mathematically proven
Voter Roll Tamper Detection
Immediate Albert Sensor alert (sub-minute response)
CISA threat feed & EI-ISAC automated triangulation
Policy Impact Analysis: Federal technical assistance and voter-verifiable paper ballots eliminate single-point electronic manipulation risk.
๐Ÿ“ Mathematical Risk-Limiting Audit (RLA) Verification Engine Kaplan-Markov Statistical Model

A Risk-Limiting Audit (RLA) provides mathematically provable confidence ($1 - \alpha$) that a full hand recount of paper ballots would confirm the true winner, regardless of any hypothetical machine error or software breach.

Statistical Sample Computation:
Estimated Ballots to Audit: 2,400
Audit Confidence: 95.0%
Formula: $N_{sample} \approx \lceil \frac{-\ln(\alpha)}{2 \cdot (margin)^2} \rceil \cdot \text{finite population factor}$. As victory margin widens, required hand-count sample size decreases exponentially.
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