![](data:image/jpeg;base64,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) | ASR 4M75 D08421 050107 Type, grøn blyglasperle, import
En lille sammensmeltet cylinderformet perle af svag grønlig glasmasse. 9 mm. |
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Fragment af cylindrisk, halvgennemsigtig grøn glasperle |
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Cylindrisk, halv, gennemsigtig, grøn, samme perle |
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) | ASR 7 x2347 050107 Type, grøn blyglasperle, import
½ cylinderformet perle af sintret, grønlig gennemsigtigt glas. Diameter: ca. 0,5 cm. Længde: 1,0 cm. |
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Cylindrisk eller cylindrisk kubisk, fejlfremstillet perle. Grøn, halvgennemsigtig. Længde: 1,2 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x379 050107 Type, grøn blyglasperle, import
To cylindriske, halvgennemsigtige grønne glasperler. Lettere maste/deforme. Lngde: 1 og1,5 cm. |
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Halv cylindrisk, halvgennemsigtig grøn glasperle. Længde: 0,8 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x491 050107 Type, grøn blyglasperle, import
Fragment af cylindrisk eller cylindrisk kubisk, halvgennemsiigtig grøn glasperle. Halvt smeltet/deform |
![](data:image/jpeg;base64,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) | ASR 1357 x139 050107 Type, grøn blyglasperle, import
halv. |
![](data:image/jpeg;base64,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) | ASR 1357 x147 050107 Type, grøn blyglasperle, import
hele. |
![](data:image/jpeg;base64,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) | ASR 5M74D D04195 050107 Type, grøn blyglasperle, import
1 rørformet, polygon glasperle af grønligt gennemsigtigt glas. |
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) | ASR 4M75 D11743 050107 Type, grøn blyglasperle, import
1 næsten helt smeltet glasperle, af typen 'grøn, kantet blyglasperle' jf. Ribe Studier bind 1,2, s. 149-50. |
![](data:image/jpeg;base64,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) | ASR 9 x479 050107 Type, grøn blyglasperle, import
To halve kubisk cylindriske, halvgennemsigtige, grønne glasperler. 5- eller 6 kantede. Nedbrudt overflade. Længde: ca. 0,8 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x561 050107 Type, grøn blyglasperle, import
Kubisk, cylindrisk, 6-kantet, halvgennemsigtig grøn glasperle. Længde: 0,9 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x561 050107 Type, grøn blyglasperle, import
Kubisk, cylindriske fragmenter af gennemsigtig grøn, 6-kantet glasperle |
![](data:image/jpeg;base64,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) | ASR 9 x561 050107 Type, grøn blyglasperle, import
Fragment/halv cylindrisk kubusk glasperle, uigennemsigtig, grøn udflydende kanter |
![](data:image/jpeg;base64,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) | ASR 9 x561 050107 Type, grøn blyglasperle, import
To fragmenter af kubisk, cylindriske, 6-kantede, halvgennemsigtige grønne glasperler |
![](data:image/jpeg;base64,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| ASR 9 x501 050107 Type, grøn blyglasperle, import
Kubisk cylindrisk, halvgennemsigtig, 6-kantet, grøn glasperle. slidt overflade/kanter. Længde: 1 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x261 050107 Type, grøn blyglasperle, import
Fragment af cylindrisk, nok 6-kantet, halvgennemsigtig, grøn glasperle. Diameter: 0,7 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x238 050107 Type, grøn blyglasperle, import
Stump, slidt, halvgennemsigtig grøn. Nok de slidste rester af en kubisk, cylindrisk perle |
![](data:image/jpeg;base64,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) | ASR 9 x379 050107 Type, grøn blyglasperle, import
To fragmenter af cylindriske, mere end 4-kantede, halvgennemsigtige, grønne glasperler |