Paul de Bresse, aka Paul “Le Saint”
Lord of Saint Pierre, Dean of Sainte Eponine, Chief of the Village of Saint André and Saint Martin; Priest of Saint Martin, Saint Pierre and Saint André; Officer of the Order of the Believers, the Rulers, the Hunters, the Denar, Agricultural Merit and the Merchants; Knight of the Order of the Ancients, the Builders, Merit, the War Cross, Military Valour, the Mines and the Military Wounded; Member of the Union of the Saltpeters, the Winemakers and the Glaziers.


Village of Saint André
Founded on 1735248241
Patriarchate of Dvoyegrippagrad, Tessara
Area: 11,037 acres (17.2 mi²).
Population: 1,553 inhabitants.
Important Characters: Paul “Le Saint”: Chief of the Village. 
Locate on the Map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==