I am trying to do a difference in difference model to compare two cities' police departments' uses of force after treatment from a consent decree. When I run the model with clustered standard errors, I get a significant t statistic for the treatment variable, but also a very high p value. I am newer to statistics, so I am wondering how this can be interpreted? I thought that a high t statistic should coincide with a very low p value.
Here is the code I used:
reg UOF10000 SEATTLE TIME TREATED MIN_POP FEM_POP DEG_POP officerspop, cluster(SEATTLE)
SEATTLE indicates whether the department is Seattle, the treated department. TIME indicates whether it is past 2015, when the treatment starts. TREATED is the interaction of these two. The rest are demographic controls. Is there something I'm doing that might generate such results? Here is the output:
`Linear regression Number of obs = 72
F(0, 1) = .
Prob > F = .
R-squared = 0.1521
Root MSE = 1.0831
(Std. err. adjusted for 2 clusters in SEATTLE)
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| Robust
UOF10000 | Coefficient std. err. t P>|t| [95% conf. interval]
-------------+----------------------------------------------------------------
SEATTLE | -1.031602 3.427315 -0.30 0.814 -44.57976 42.51656
TIME | -.4138573 .0758693 -5.45 0.115 -1.377869 .5501542
TREATED | -.5722371 .0901167 -6.35 0.099 -1.717278 .5728041
MIN_POP | -.0000302 .0000286 -1.06 0.483 -.0003941 .0003337
FEM_POP | 9.04e-06 .0000499 0.18 0.886 -.0006255 .0006436
DEG_POP | .0000166 .0000146 1.14 0.458 -.0001687 .000202
officerspop | 892.6141 2162.243 0.41 0.751 -26581.29 28366.52
_cons | -3.155234 5.075511 -0.62 0.646 -67.64571 61.33524`
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