Experimental Design
We will analyze the effect of the different treatments on the outcomes of interest shown below through regressions:
Y_i= α+β_1 〖T1〗_i+β_2 〖T2〗_i+ 〖X'_i δ + u_i,
where Y_i represents the different outcomes of interest that we will observe for the program (see below for more details) for individual (or, alternatively, municipality) i, 〖T1〗_i is a dummy that takes a value of 1 if the individual is in a municipality (or, alternatively, if the municipality is) treated with a double ofibus, 〖T2〗_i is a dummy that takes a value of 1 if the individual is in a municipality (or, alternatively, if the municipality is) treated with information, and 〖X'〗_i is a vector of controls included for precision (we will show results with and without controlling for 〖X'〗_i). As controls we will consider: distance to the nearest CaixaBank bank branch, distance to the nearest bank branch of any entity other than CaixaBank, people of legal age who reside at home, educational level, age, gender, and municipality (alternatively, province) of residence. The coefficients of interest are β_1 and β_2, which measure the causal effect of intent-to-treat (ITT) on the different measures of knowledge or use of the program.
We will cluster standard errors by municipality. We will run a randomization balance check using pre-treatment municipality characteristics: distance to the nearest CaixaBank bank branch, distance to the nearest bank branch of any entity other than CaixaBank, average income, population, share of population with income lower than 40% of the median, among others