6-Week Linear TV Experiment to Increase Flu Vaccinations
Design a 6-week linear TV campaign and its measurement plan to causally estimate incremental flu vaccinations. Assume access to DMA-level verified vaccinations, media delivery (GRP/TRP), and basic operational data (inventory, staffing).
Scope
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Select 12 test DMAs from the 210 U.S. DMAs and assign matched controls (1:1).
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Define the KPI, causal identification strategy, media plan (TRPs, dayparts, reach/frequency), and modeling choices (adstock, saturation).
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Address execution risks (spillover, concurrent media, shocks, supply/ops constraints) and outline power analysis and triangulation.
Requirements
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DMA Selection and Matching
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Choose 12 test DMAs and 12 matched controls.
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Describe matching criteria and method (e.g., distance metric, pair matching/stratification), pre-period length used for matching, and exclusion rules.
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Explain how you will avoid or control for news/sports/holiday shocks in market selection and scheduling.
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KPI and Causal Design
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Primary KPI: incremental verified vaccinations per DMA over the 6-week post period (and per-capita normalization).
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Choose and justify a causal design: geo-randomized experiment with matched pairs (preferred), difference-in-differences, and/or synthetic controls for sensitivity.
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Specify how you will handle market spillovers, unequal TRP delivery, and concurrent media.
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Media Plan Parameters
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GRP/TRP targets by demo, weekly distribution, and total.
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Daypart mix and content exclusions to mitigate shocks.
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Reach-frequency goals and how you will estimate/verify them.
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Modeling of adstock/decay and saturation (include formulas/assumptions).
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Measurement and Analysis
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Pre-period length and cadence; checks for parallel trends.
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Estimation approach (e.g., DiD regression), weighting, and covariates.
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Power and sample size: show how you’d compute Minimum Detectable Effect (MDE) using market-level variance; include a worked numeric example.
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Guardrails (e.g., call-center load, pharmacy stockouts) and pause criteria.
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Triangulation with MMM and pharmacy footfall data; how to reconcile findings.