Descripción de la fotografía
Masa cristalina de aproximadamente un centímetro, de intenso brillo metálico gris plata, en matriz de roca skarn formada por granate, magnetita, hedembergita.
Variedades/subespecies
No se han descrito.
Su nombre hace alusión a la mina de la localidad de Lölling, en el estado de Carintia (Austria) donde fue descrita por vez primera allá por 1845.
Fórmula Química/Composición
As2Fe
La lollingita presenta la siguiente composición (peso molecular de la fórmula empírica dividido por las sumas de los pesos atómicos de cada elemento para obtener el porcentaje de cada uno de ellos):
* 72.85 % de As
* 27.15 % de Fe
Estructura/Cristalografía![](data:image/png;base64,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)
Suele aparecer en forma masiva o granular. Cristales en forma radial. Son frecuentes los cristales maclados
Propiedades Físico-químicas
Mineral bastante pesado, medianamente blando, con exfoliación perfecta y fractura desigual. Brillo metálico, color gris acero a blanco plata con pátina de oxidación que tiende a dar tonalidades azuladas.
Yacimiento/Formación
Depósitos hidrotermales de mediana temperatura asociada con otros sulfuros.
Minerales asociados
Arsenopirita, magnetita, Calcita, granate, Esfalerita, Galena, Pirrotina, epidota
Localidad de procedencia
Mina Monchi, Burguillos del Cerro, provincia de Badajoz.
Presencia del mineral en la provincia de Granada
No se ha descrito.
Interés económico y aplicaciones industriales
Mineral de interés científico y coleccionístico, dada su escasez.