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Two families of Hermite normal form simplices
We investigate the Ehrhart coefficients and the integer decomposition property for two families of Hermite normal form simplices studied by Bruckamp, Caicedo, and Juhnke. The first family consists of simplices of the form $S_{\boldsymbol{a}}=\mathrm{conv}(0,e_1,\ldots,e_{d-1},\boldsymbol{a})$, where
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