5.75 Ct Claridad Diamante CVD Suelto H Color Verde Claridad VVS1 Certificado Impecable Información del diamante Variedad: ECV Diamante Creación - Leb-Creado Color verde Peso : 5,75 quilates Dimensiones: 10,05 x 7,66 x 7,75 milímetros Claridad: IF - Limpieza de ojos Propiedades metafísicas del diamante Más allá de sus representaciones modernas como la piedra del matrimonio y el compromiso, los diamantes también han representado fidelidad, pureza e inocencia. El diamante es la piedra de nacimiento tradicional del mes de abril y se anuncia como la piedra de la pureza y la constancia. Se cree que es la piedra preciosa del intelecto, que previene malentendidos (románticos o de otro tipo). También se cree que el diamante proporciona claridad de pensamiento, fomentando la resolución de problemas que conlleva una comprensión clara.
Propiedades geológicas del diamante DiLas almendras se encuentran en muchas zonas del mundo, incluidas Sudáfrica, India, Rusia, Brasil, Australia, Canadá y el estado de Arkansas en Estados Unidos. Comprimidos y calentados por fuerzas inmensas, los diamantes se forman en las profundidades del manto del planeta antes de ser llevados a la superficie por una poderosa actividad volcánica y geológica. También hay tipos de diamantes (llamados carbonado, lonsdaleita o diamante hexagonal) que se encuentran en los meteoritos, aunque suelen ser muy pequeños y pueden tener una estructura atómica diferente a la del diamante formado por planetas.
Información Mineral Carbono octaédrico incoloro Composición química
C (carbono); Los diamantes de colores pueden contener trazas de otros elementos.
Color
Normalmente incoloro, amarillo, marrón o gris. Con menos frecuencia azul, verde, negro, blanco translúcido, rosa, violeta, naranja, violeta y rojo.
Dureza
10 (Mohs)
Gravedad específica 3,51 - 3,53
Índice de refracción
2,418 (a 500 nm)
Hola, Estimado cliente, estamos felices de verlo en nuestra tienda. Bienvenido a la tienda, puede encontrar todas las gemas que necesita y somos muy cooperativos para que el cliente pueda contactarnos en cualquier consulta sobre la piedra. Gracias y Saludos Certificación proporcionada Una vez que hayas comprado, es necesario verificarlo. Esto nos trae el tema del laboratorio de pruebas de gemas. A nivel mundial, su presencia está diseñada para proporcionar una parte neutral que se sitúe entre compradores y vendedores, garantizando que la piedra preciosa se venda de manera justa al comprador. Ayudan al comprador a comprender la autenticidad de la piedra preciosa con su descripción.
GIE AGI y muchos más laboratorios están disponibles. El comprador puede decidir seleccionar uno de estos o laboratorios disponibles en otros países y se considera la piedra preciosa que nos compra.
CONDICIONES DE VENTA Sin preguntas, garantía de devolución del 100% del dinero sin cargos por reposición si no está satisfecho. Los artículos deben devolverse para obtener un reembolso dentro de los 7 días posteriores a su recepción y deben devolverse en sus condiciones originales con el certificado (si corresponde). Los productos dañados no serán aceptados y serán devueltos al remitente. Para compradores internacionales, devuélvalo por correo aéreo registrado. Solo siga nuestras instrucciones cuidadosamente; de lo contrario, no seremos responsables si el artículo queda atascado en la aduana. Por favor, contáctenos antes de devolver cualquier artículo para todas las instrucciones importantes. Las tarifas de envío no son reembolsables y el comprador paga el envío de devolución. Sin excepciones . Los compradores nacionales, por lo tanto, solicitaron contactarnos antes de devolver cualquier artículo para recibir todas las instrucciones importantes. Pagos, Devoluciones y protección del comprador Seguimos completamente todos los procedimientos disponibles en eBay sobre pagos, devoluciones y comprador. proteccion. Es una tranquilidad para los compradores cuando es cubierto y garantizado por eBay,
Envío Proporcionamos envío económico a India de forma gratuita y llegará en 2 a 3 semanas. con detalles de seguimiento y hemos acelerado el alcance del envío internacional en 4 a 7 días con detalles de seguimiento. Además Shipgolbal, Lexship. shympax Disponible también, cargos. 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) 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) 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) 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) 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COMENTARIO Una vez que haya recibido nuestros productos y si le gustan nuestros productos, déjenos un comentario positivo. Esperamos un mejor negocio en el futuro. Gracias.
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