Goldringe mit Brillanten und Farbsteinen
2.98.24
2.98.24
Ring 750 Gelbgold mit 2 Onyxteile 4 Brillanten Wsi 0,13 ct.
Grösse 54 SFr. 1'515.00
interressiert? Anfrage via Mail
Fast 1'000 Ringe mit Farbsteinen stellt Ihnen
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)
zur Auswahl.
Bereits mit einem Budget ab 300 Franken können Sie sich Ihren Traumring bei uns kaufen.
2.0R159
Ring 750 Gelbgold
1 grüner Turmalin
3 Brillanten W1 pi 0,07 ct.
SFr. 1'280.00
interressiert? Anfrage via Mail
2.2.81
Ring 750 Gelbgold
1 Lapislazuli ca. 13 mm x 8 mm
6 Diamanten total 0,10 ct.
SFr. 746.00
interressiert? Anfrage via Mail
h3>2.2.289
Ring 750 Gelbgold
1 blauer Topase 0,42 ct.
2 Citrine total 0,64 ct.
2 Amethyste total 0,58 ct.
2 Peridot total 0,97 ct.
5 Brillanten total 0,12 ct. WSI
SFr. 1'568.00
interressiert? Anfrage via Mail
9.2.191
Ring 750 Gelbgold
1 Massiv-Opal 1,19 ct.
ca. 11 mm x 9 mm
4 Brillanten Wsi total 0,05 Ct.
SFr. 2'199.00
interressiert? Hier bestellen
Fototechnik und Natur stehen oft auf Kriegsfuss.
Abweichungen in den Farben vom Foto zum Original
sind leider nicht vermeidbar und immer möglich.
98.2.23
Ring 750 Gelbgold
1 Lapislazuli
Cabuchon Ø ca. 12,5 mm
9 Brillanten total 0,06 ct.
SFr. 868.00
interressiert? Anfrage via Mail
Ob Gelb- oder Weissgold - Bei uns sind Ringe in den verschiedensten Desings und mit "fast" allen Farbsteinen erhältlich. Solch kleine Minikunstwerke, besetzt mit edlen Steinen - gleichen einem Feuerwerk, welche die zarten Hände schmücken.
Der schenkende Gentlement wird sich über das gute Preis - Leistungsverhältnis in unserem Geschäft sehr freuen.
B.3111
Ring 750 Gelbgold
3 Rubin ca. 5 mm x 3 mm total 0,32 ct.
5 Brillanten w 1 Pic
SFr. 2'966.00
interressiert? Anfrage via Mail
1.2.336
Ring 750 Gelbgold
1 Lapis-Lazuli
ca. 12 mm x 10 mm
2 Brillanten 0.04 ct.
Grösse 62
SFr. 920.00
interressiert? Hier bestellen
3.2.153
Ring 750 Gelbgold
1 grüner Turmalin
Carre ca. 5mm x 5 mm
1 Granat Bagett
ca. 8 mm x 4 mm
1 Brillant 0,03 ct.
SFr. 915.00
interressiert? Anfrage via Mail