Creating a design | Specifying a prior | A fixed prior | A Bayesian prior | Specifying a parameter with levels | Linear attributes | Combining parameters, priors, attributes and levels to form a utility function | Building a set of utility functions | Generating a design | Algorithms and attribute level balance | Blocking the design | Summary of the design. | Advanced syntax | Attribute level balance | Interactions | Dummy-coded attributes | Constrained designs | Specifying constants and levels of the SQ alternative | Large designs | Supplying a candidate set | Saving intermediate designs

An MNL design | An MNL design with interactions | An MNL design with multiway interactions | An MNL design with dummy-coded attributes | An MNL design with specified level occurrences | An MNL design with alternative specific attributes | An MNL design with Bayesian priors | An MNL design with dummy-coded attributes, Bayesian priors, and restrictions on level occurrence | An MNL design with a supplied candidate set | An MNL design with specified explusions applied to the candidate set | An MNL design optimized for c-efficiency

Introduction | Simple obfuscation designs | Generating a design | Controlling replicability | Calculate the entropy of each action | When priors are not flat | Restricted designs | Complex obfuscation designs | Obligatory actions | Minimum and maximum number of available actions for the considered rule | Minimum number of rules fitting each permitted action conditional on the rule | Spread of entropy | Multiple designs | List of design options | A cautionary note | Saving the designs | Calculating the payouts | Payout to the observer | Payout to the decision maker | An example | References