![](/grafik/intetbillede.jpg) | ASR 4M75 D13305 0821 Affald af kobberlegering
3 bronzeslaggestumper. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13512 0821 Affald af kobberlegering
1 bronzeslagge af uregelmæssig form og valdnødsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 9 x010 0821 Affald af kobberlegering
Smeltedråbe, bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x479 0821 Affald af kobberlegering
To bronzesmeltedråber. Begge uregelmæssige. |
![](/grafik/intetbillede.jpg) | ASR 9 x565 0821 Affald af kobberlegering
To smelltedråber |
![](/grafik/intetbillede.jpg) | ASR 9 x561 0821 Affald af kobberlegering
6 stk. smeltedråber. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 0821 Affald af kobberlegering
To smeltedråber, bronze. ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 9 x352 0821 Affald af kobberlegering
Smeltedråbe, bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x393 0821 Affald af kobberlegering
Tre smeltedråber, bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x311 0821 Affald af kobberlegering
Tre smeltedråber. ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 9 x238 0821 Affald af kobberlegering
Bronzeklump. Mål: 2x1,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x108 0821 Affald af kobberlegering
To smeltedråber, bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x104 0821 Affald af kobberlegering
7 stk. bronze. Flere dråber. ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 9 x485 0821 Affald af kobberlegering
Bronzeklump/smelte |
![](/grafik/intetbillede.jpg) | ASR 9 x101 0821 Affald af kobberlegering
En smeltedråbe, bronze. Ærtestørrelse |
![](/grafik/intetbillede.jpg) | ASR 9 x103 0821 Affald af kobberlegering
Smeltedråbe, bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x102 0821 Affald af kobberlegering
Smeltedråber af bronze samt en del fnuller |
![](/grafik/intetbillede.jpg) | ASR 9 x105 0821 Affald af kobberlegering
Støbekegle af bronze. Fin, ret tydelig og velbevaret. |
![](/grafik/intetbillede.jpg) | ASR 9 x105 0821 Affald af kobberlegering
Fire smeltedråber af bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x220 0821 Affald af kobberlegering
smeltedråbe. ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 9 x067 0821 Affald af kobberlegering
To smeltedråber af bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x060 0821 Affald af kobberlegering
En smeltedråbe af bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x200 0821 Affald af kobberlegering
Smeltedråbe, bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x094 0821 Affald af kobberlegering
Syv smeltedråber, bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x093 0821 Affald af kobberlegering
En smeltedråbe. Sølvholdig? På størrelse med en ært. |
![](/grafik/intetbillede.jpg) | ASR 9 x193 0821 Affald af kobberlegering
Støbekegle, bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x183 0821 Affald af kobberlegering
En smeltedråbe af bronze |
![](/grafik/intetbillede.jpg) | ASR 9 x133 0821 Affald af kobberlegering
En smeltedråbe, fladtrykt. Ærtestørrelse |
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) | ASR 1075 x001 0821 Affald af kobberlegering
Klumper/dråber. |
![](/grafik/intetbillede.jpg) | ASR 7 x2461 0821 Affald af kobberlegering
1 klump smeltet bronze af peberkornsstørrelse med udtrukket hale. |
![](/grafik/intetbillede.jpg) | ASR 621 x116 0821 Affald af kobberlegering
Lille klump af flad dråbeform. Mål: 1,2 x 0,8 x 0,35 cm. |
![](/grafik/intetbillede.jpg) | ASR 1874 x031 0821 Affald af kobberlegering
Lille bronzedråbe/klump |
![](/grafik/intetbillede.jpg) | ASR 1874 x156 030703 Drejekværn af basalt
Basalt |
![](/grafik/intetbillede.jpg) | SJM 1160 x0212 040502 Essesten
|
![](/grafik/intetbillede.jpg) | ASR 2165 x11 0821 Affald af kobberlegering
Smelteklumper og -dråber. |
![](/grafik/intetbillede.jpg) | ASR 15 x003 0821 Affald af kobberlegering
Dråbeformede samt uregelmæssig. |
![](/grafik/intetbillede.jpg) | ASR 15 x007 0821 Affald af kobberlegering
Smådråber |
![](/grafik/intetbillede.jpg) | ASR 15 x027 0821 Affald af kobberlegering
Kobber/bronzesmelte |
![](/grafik/intetbillede.jpg) | ASR 15 x038 0821 Affald af kobberlegering
smelte |
![](/grafik/intetbillede.jpg) | ASR 15 x039 0821 Affald af kobberlegering
smelte |
![](/grafik/intetbillede.jpg) | ASR 15 x045 0821 Affald af kobberlegering
smelte |
![](/grafik/intetbillede.jpg) | ASR 15 x053 0821 Affald af kobberlegering
smelte |
![](/grafik/intetbillede.jpg) | ASR 15 x061 0821 Affald af kobberlegering
smelte |
![](/grafik/intetbillede.jpg) | ASR 15 x064 0821 Affald af kobberlegering
smelte |
![](/grafik/intetbillede.jpg) | ASR 15 x071 0821 Affald af kobberlegering
1 dråbe og 1 blikagtigt stykke |
![](/grafik/intetbillede.jpg) | ASR 15 x072 0821 Affald af kobberlegering
Hovedsaglige dråbeformede stk. |
![](/grafik/intetbillede.jpg) | ASR 15 x092 0821 Affald af kobberlegering
1 buet tråd og to småstykker |
![](/grafik/intetbillede.jpg) | ASR 15 x096 0821 Affald af kobberlegering
|
![](/grafik/intetbillede.jpg) | ASR 15 x099 0821 Affald af kobberlegering
1 dråbe og 1 mere båndformet stk. |
![](/grafik/intetbillede.jpg) | ASR 15 x108 0821 Affald af kobberlegering
Båndformet blik. |
![](/grafik/intetbillede.jpg) | ASR 15 x117 0821 Affald af kobberlegering
smelte |
![](/grafik/intetbillede.jpg) | ASR 15 x123 0821 Affald af kobberlegering
Pladeformet stykke. |
![](/grafik/intetbillede.jpg) | ASR 15 x127 0821 Affald af kobberlegering
Uregelmæssig klump - let og porøs. |
![](/grafik/intetbillede.jpg) | ASR 15 x128 0821 Affald af kobberlegering
Dråbe |
![](/grafik/intetbillede.jpg) | ASR 15 x134 0821 Affald af kobberlegering
smelte |
![](data:image/jpeg;base64,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) | ASR 1906 x145 0821 Affald af kobberlegering
Et stykke smeltet Cu. Synes ikke at være del at et smykke |
![](/grafik/intetbillede.jpg) | ASR 9 x210 0821 Affald af kobberlegering
Bronzeslagge |
![](/grafik/intetbillede.jpg) | ASR 9 x108 0821 Affald af kobberlegering
Bronzeslagge |
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) | ASR 1265 x059 0808 Nøgle eller skrinlås af kobberlegering
Pile- eller skjoldformet beslag - muligvis del af låse-system eller hængelås? Største længde: 28 mm. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0221 010301 A1 gods-side
|
![](/grafik/intetbillede.jpg) | SJM 1160 x0212 0404 Digel
Randskår. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12175 0810 Mønt af kobberlegering
1 mønt |
![](/grafik/intetbillede.jpg) | ASR 1085 x038 0903 Mønt af sølv eller kobberholdigt sølv
Romersk mønt. Særdeles dårlig bevaret mønt. Antagelig Postumus (ca. 260-270), (strålekrone, næse, skæg), på bagsiden Mars eller Virtus ? (stående med skjold o/e lanse)?
Antoninianus. |
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) | ASR 1085 x030 0819 Anden genstand af kobberlegering
Del af genstand. Afrundet massivt, med gennemboring. |
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) | ASR 9 x409 0810 Mønt af kobberlegering
Romersk, dupondius?. Møntet for Faustina Junior under Marcus Aurelius 161-175 e.Kr. Ribe Studier 9.62. |
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| ASR 9 x142 0903 Mønt af sølv eller kobberholdigt sølv
1 mønt, muligvis penning. Meget dårligt bevarede, knust i mange fragmenter. Intet præg tilstede. Blanket størrelsen minder om de andre KG 4, 5, 6 mønter. Ribe Studier 9.61 |
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) | ASR 9 x142 0903 Mønt af sølv eller kobberholdigt sølv
Penning, ansigt anes på den ene side. Formodet Malmer KG 4, 5, 6. Ribe Studier 9.60 |
![](/grafik/intetbillede.jpg) | ASR 9 x142 0810 Mønt af kobberlegering
Mønt? Ubestemt. Tvivlsomt fragment. Stor blanket |
![](/grafik/intetbillede.jpg) | ASR 7 x0075 0810 Mønt af kobberlegering
1 møntfragment (?) tynd oval bronzeskive med prægningspor (?) på begge sider. St. mål: 1,0 x 1,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0165 0810 Mønt af kobberlegering
1 bronzemønt |
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) | ASR 1265 x056 1107 Tenvægt af bly/tin
Formodet bly-tenvægt, evt. mankeperle. Diameter 13-14 mm, højde 8-9 mm, stort central-hul. Kun lidt konisk. |
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) | ESM 0857 X0001 010202 O2 gods-rand
1 randskår af jysk kuglekar. 6,5 x 6 cm, 0,75 cm tykt, randtykkelse 1,1 cm. Halvdelen af ydersiden afskallet. Godset gråbrunt, groft magret, randen indadbøjet, lige afskåret. |
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) | SJM 154 x258 080701 Fibula af kobberlegering
Emaljefibel. Formet som ottetakket blomsterhoved. Central indfatning med rester af glas. Diameter: 1,7 cm. Rester af nåleanordning på bagsiden. |
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) | SJM 154 x254 0819 Anden genstand af kobberlegering
Fragment af ildstål, 'rytterstål'. Bestående af overdelen med rytterfigurer. Længde: 4,5 cm.., højde: 2,5 cm. hører sammen med x11! |
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) | ASR 2327 x0498 0807 Smykke eller dragttilbehør af kobberlegering
2mm tyk bronzeplade, med karvsnit/mønster. Identisk mønster på begge sider. |
![](/grafik/intetbillede.jpg) | ASR 8 x277 0810 Mønt af kobberlegering
Fragment af ubestemmelig kobbermønt. |
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) | ASR 863 x054 010201 O2 gods-side
Bugskår med korsstempler/korsformede stempler |
![](/grafik/intetbillede.jpg) | ASR 2087 x011 1004 Anden genstand af guld
Guldtråd? |
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) | SJM 1160 x0197 0505 Affald, dråber, kugler, div.
|
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xDcW4jmnFtIyM9uHAlU7SMrtJLA8YBzVX0uNbnyt+1r+0RdePPGUnhPwJrt5b2enyr5t7aXLJ9suV6FCGHyo+OB8pZd3Iwa9n+H/ibTf2sPglN4Z8YrA/ieK28u/hjk2EyDcsdym05AYg5A6HcuMEZ/OOxvGh1RUWeaRlwf3LsCQFJHPT0H4Gv0P/ZD+GM2g6Vc+K9TgaLVNUUC23ybmFq4STJ4/jIU8kkBR0yRXHGcpTtbQ1muW1mfMC+DR8FbxfDWtaZHpdpHJG8jz7Y5pXXeFkUk/OpGTvUkZyPppeKriDVrCKDT5MrHFuEkWG2KBjI9TwePVa9l/ae1K9PjjUYZ3t76zsVSRYNQtVuFSMxxlvLXGFP7wncQSMZ7ZHgUdvcal4ijhtLNYrG/kWNk007jGrlYtwWVzIASzY3evoeLlqehTfKrvqfd/wCyj4cGg/CW1uOd2oXElwMtnagPlqox0GEyB717VDId2O1Ynhnw/aeFNA0/RrBWWzsYFgiDnLbVGASe59TW7EPauhKySPMlLmk2LIxqImpJKiNDEhsymSF0BwWUivyi+NWtNpXiSSyMaJeRSv5m35hbtkphj65B4+p5xX6vV+b/AO0X8FbO3+OHiqSzuX1nS77bd3OnuvyW87sWdc4xxkEEHhWIJzWU9jane9kfPFxca3rOlxTXWoSWdmoKyNtVAFG7naMcAgnJz96vn6fS/F3ivVxpUN1cum8x28bhowUByDtAO0cgknjnrX2Tpfgy0tLi3juo47m3uI2kaBV2qiAA4Iz2UEnjnn0qj4s1PS9BisF0e2j063SXEc1tGMSHBbGSeRnGdpznt1rnUpRO2VJS3ex4fpf7Kc3/AAjJ8R3Wuxz20BAuDCpyGwCwUEZIAzljjOMY6Z9q/Yf12DwL8fNAtbO1Etxe3X9nzTbmO+NwUV1GQOh3dORzWXCfEM2j6jpUtxHFBf75nuJSPKSPYnyRl+MkggAng8da7T4K3Fh4T/aO8GT6XCsekieIyS3WY5zmMx4KZbGBz1OT361v2aOZxUbpI/U/dzSZxSAnJoOfrXSzkJFavwm/bjufN/aj+IIVvu6m4JJyOg/L8K/dePmvwg/bdmM/7UnxHDBvl1aQZyOgAFD2EZ/wdutZtPDlydN8YeCtCg+1Nutdfs7Wa5dtq/Mpmgb5O3DDkHivK/F0s0vibVpLqezvLhrqQyXFgFWCRt5y0YQBQh7YAGMYAr1X4P8AhPUNe8Myz2XwntPGyC4aM6ldXd3Ftbap8vEU6LxkHJH8XX05P4h/B/xd4X+363qvhSTw9pTXJ2wrJvjtw7HbGCXZiB0BYknAyTS1sBwUjBQu19+VyeMbT6UVGsW4ZJIA9s0VIH9PdLSUtIBrDisnVpbO1s55NQlgistpErXLBY9p4IYtxg5xzWpI22vO/jZ8N7T4tfD7UfD13uBm2vC6kjZID8pJHQckE9gTVdBrfU/Pj41eA/hLoPxSu9e8MXt14o0i3vUuL7Q9JRY7WBSfmiFzuPDNkBUQ4XIB44+0fhH8Rv8AhYWk3Ug0yPSBZTC3S1hbesaAYC7hwSMEcdOK+FPEngvUfghqGuaOsGoh/JeZzGCsseC2zJxhhyq5BIOcgYOa9d/ZT+MUfhy18QW3iRW05odJ/tq535xEkcmwj5jnLmQYHqGA61lc65U0oX6mR8f/ABfqOmfE7xHLaRR3l3E8jpbqGWR1jCISjcjco56EH5qy/wBnfUdO8S/ErwxZXGhfZVmulkimMKxtJIgWRt204OCjDPt1rxzxR8QpfE/iKDWdTvFt7nWpJ71IXtFnES+Z0yxyCc43e3tXQ/C34uS+Dfib4Q1fUZIm8P2V15l1NbQs01rEQVbau4tsGcttyMFsL2rCNWF7PQ6ZKShofquvOKuxjC9awtA16w8R6Xa6lpl5Bf2F0glgurdw8ciHoysOCK2VOMYrtPKHv3qH9ae7D1qOpYwr85PitrUvirWLzVb+5MRuJWJtIepcsW4JxnhVA/T3/Rv0r8zvi1YhvEE1uLm3toVup02sAI0ZZmVSeeCQV/EVnLY6KOt7HAXWqTaHGxlguIr+Z1m+1bt8kmcA8kdgxGOMfhWdqGjy6o0F/dxeTYWJM8KSEAPubLZOepyTkkdOnan6x8T/AAp4IvbmG81SW8cRgeXHMspnVvur7EZLHpjdjmvJvFHxyvfGU8621xPptmrBEtYXRPl2kE7jzjjtWbb6HRaMfiZ7V4o8QW2lrb3uoX1rp8F/LF9l2JvRQhByEXcMAAAA9AB61u/D3w3rH7RfxEsx4GbS7a60fy7i6vo5CsMCiRChz8zEjaflHJLHPGa+XdQjhvppoEu7qVk+dIZC7KoJBIBZzntkg+nJr6p/4JY6tcWfxt8XaNBDm1bSWeRgAAoWaMxnoDn52B47j0rSMdlcylU3aR+oK+/Wlakp6jccV0M4x0Ir8FP21WJ/ak+JZb/oMzj9a/fBVCivwO/bQIb9qT4mc8f23cA/99UpbAcR4NfwImlyf8JLZ+Jri+8w7G0a4gjiKYGAQ8bHOd3OfSuU1aS2XVLz7B9ojsfOfyEuWDSiPJ2hyuAWxjOBjNetfCPxlc6F4XltbX4v614Bb7S7nTLBbpopMqn70+UwUMduDnnCivLvF+oSXniXVbh9UbW5JbqR21N1YNdEsT5pDfNlvvHdzk1PQZktnq/XstFRhix55opCP6f6KKKQDJF3CsbX4dS/s6Q6T5H21WRkW5BKMoYF14IwSu4A9iQTW0xxUTNVdAPn39qrTvBNh8M5/FXjWIWmpabDssLyyYmdLlxlYoz8u8FhyG4wCeOo+AfEnxs0eP4Y6tofhrQJ7zWNehiOr6tq6iZ28s7lgtwDiNVIyGOTyeBgY+/P27Leyk/Zh8YG7WBpFW3Nv5xwRL58eCn+1t3dO2e2a/InSdUmsWKLIwU/wqxAP1rOUU9Dopt2sLa+XcWct9beWLiORBL50h8wZJ3IAe/Hb+tezfDH4ZWPxQ8aapby+Iv7F8MaBo7Xt5qURl3FQf4EbO59zqoyy8DIBORXltt4I1DxD420yDwvatqGqTyIIbaBdzF9/wB0joRkcg8Yzniv1o8J/C/RbfwjDBqvhDRdO1LUNOjt9WtbC0jiRmIDSR/Jxjfk5B6gHPANYumrlynsj5M+BPxe1X9l/R77TjaX/jLRbxxPFC1yITBKSSSi7DsDIV3Lk/MM55r3L4U/t9eF/Gfie60TxPYp4OYDda3k1350Mp3bSrnYvlnOcMflODyDgH5l8ST20mjz2MNs8F9HNt8t1ZWCoMDk87ucYIzkYNeO6zb6bdSC3tJ/KuXjUrIqjdFhwdivyRnuRjqRz38ujiqrvfobVYUuZKK0P2aaTzFDK25SMgjoaRJmDAGviT9gL4havqHibxJ4f1DxBdaxarZrcw29xM0ggZJdjEFs43CRM4wDtzivuGCMSHNexTmqkeZHFUg6cnFj8k9q/Ln9tL4b6v8AD/x5r01zd3NzomoOdQtFjTOImMhdRgjlGcjnqGBzX6mNDgcV8W/t9Xh1nUtF8P4iAjtWl3SHHMj4OfYbFPqcnvirlsVSu5WR+e3hHQdB1bw7B4he0LXMzqLWOY8qFJDsWXGTkAADGBk85rj/AIraPZabqEL6cI/N2hWW3wF+bDYIwDnBySf72O1ddqV2dJ0+zksCv2mC2kjitlkaJY3Z3bcy8AgrzjJz3601dIttbaG6DRrdEfvVJxITzy2R8zE84HXI+pz0Nakly8ttTzrw3PrVrHc2KxZSaIyf6oPJGnG5k54OF+uAa+7/APgljrF5efEjxglxB9q+0aUrm9QHbDslRQhOMZbcT2J8vPOc183/APCLR27ag0cO/wDdeUXZgDuVV+Vsnk5xwM8Fjj09y/YP1dfAv7QFhpsZ2wams1k6qmS2U3oDlvlwQDwDxmojJ86TIUW4XP1Jp8f3qRadGPmrsOcm/hr8D/2yQP8Ahp74lM5x/wATy647n94a/fAr8tfgL+18Gk/aa+JpIwP+EgvAM+0zCiWwEvwjk8SN4TmTR4fh2bM3TEnxS+lC63bV/wCfpt+z0425LY71z/iL4K6/LNqWrXGreC49zSXLxWXiXTAo6sVjijm49Aqj0AFa/wAK/Buo654ZM1r8GdU8exfaHT+1LMX2wEBf3eYfkyOvr81eUeIYmtNa1CF9PfSZI7iRDp8m7dbYYjyzu+bK9OeeOaXTUDovg14Vs/HPxK0Hw/qAlNlezlJvIIV9uxjwecdPSik+DvjS0+HfxJ0HxLfWbaja6dP50lqh2mUbSNue2c0VtS5Le8J3P6TaKKK5hjJKhNTsDg4HNMZDVAYPi3wfovjzw/daH4g06DVtJugBNa3Ayj4IYfkQDX55/ta/sFt4KkuPF/gBDLoM0yJPogV3ltHkbAMRGSyFiox1G4dR0/SlU9ac3Q0WTKUmtj40/Yj/AGX7n4a6e/i3xNpz2GvTiSK2t7lCs8UZ+Us4P3cgEBfQknqNvv3xU0PxXqvhW4h8FXtnputMci4ul3YUAkhMqVDHgZYYGT9a9BmiJqDyyDip5Vawr63Pyb8Y6H430HxDfWninSrq31C4cs8dxG53ZJ3OpAw3X7wJX3rzyTSrnUlEOkQO2tSXEcC26xNJJLuwFVEwfmzjoTnA79f1V+OX7NujfHaPTp7u+utI1TT8iG7t8Orxnkxuh4IzzkYI555rB+En7H3hP4T6zaa211d69q9qreS92FW3hcsT5kcYBIYA7Rlmx2x28xYWoqmj0O72tP2dupj/ALKPwCT4M+AzLe2nk+JtYc3WoliGaMbmMcQIHG1SMgfxE+1fQNnCUFSFBuzipIlxXpxgoJJHFKTk+ZkmK+Lv28NMa18TeHL5UkmN5AbeOGOJmMkikkYIB6ZB54r7TprwpMV3or7TuXcM4PqPem1dWHGTg7o/FBfCP2+4lkuomWdbjyUtbiPbLkPkjnnIVOPWr9/qFj4T8H38MyW96qNHJNHDbDziqoCi56AcMSRjg457frT4s+BfgHxrdT3eteEdJvby4ZXluzbKk7sOhMi4Y9u/YVi2v7MPwrs2uQngXR3W5AWVZoPNVgO2GJA/CsVSlffQvnXY/J3wb40XxJpOmpam5s3nfENsVZ1MhICkZYr2GeBj3r3f9kOHTW/aU8I3FnaRyN9mu0uJUUq4l8pwpZcnsxHbGDX2TrX7D/wa1y7juG8J/YNjBvJ02+uLWHgAD93G4UdOoANdN8L/ANmrwD8G9Vl1HwrpElldSI6FpbqWYAMVLY3scH5Rz1xn1NV7L3k+xXtfdaPQ1hb0qRIMdas7cCha6DnI2X5TX4BftcFm/aW+JzcD/ior4YH/AF2ev6AW+6a/n/8A2sF3/tIfE5s5P/CR3/8A6UPSewHP+CW8Df2LjxDqXia1v/NP7vSLSGSHbgYOWmQ7uvb0rgNaFqdQuvsbTSWvmt5L3ACyMmTgsATg4xkAnnua9n+FPiXUdH8I+RafGaDwOnnu39kSJfEg8fPmGB05+ueK474geFdHsIbjV7X4gaV4v1G4uC00NnbXscuXyTKxmgRSMjnnOWHB5otoB5ztCqflO7PXNFTN2wf1oqAP6eKKZS5osA6kpN1JRYBelJRRTAayhqb5IzUlFMBNuKjkTcKlpKAKn2f5qlSHFTcUtAEflClWMCn0UAMZM9qj8oVPTaAINtKFzUhWkoAZ5ZpoXFS01qYEcnQ1/P1+1YzP+0V8SmJz/wAVHqGPp9ocV/QJJ901/Pn+1FN5n7Q3xJbPXxFqH/pQ9N7Aa3wnsNXvPCStY+Hvh7qcfnP++8SanZQXeeONstzG230+XHua8a1kuur3odIIX85w0dqwaJfmOQhUkFfQgkYxzXp/w70DT9R8OrNdfC7xN4tkLt/xMNKvJIoTg/dwtu4yO/zflXluqKF1K5RLeS0VZWUQTHc8QBwFY4GSOnQdOlJ7AU/5UVo6LoWpeIr5bPTLC41K7YErb2sTSOQOSQqgmikB+tcf/BXjwMygnwXrg5wf38P+NP8A+HvPgLn/AIo7XOP+msP+NflvpXw917W5fCsFnAkkniW6+x6apmVfMl8xY8HJ+X5mHJ45rNXw7qL+HJtdEYGnQ3a2LSbxnzmRnAx1xhG56U/kI/Vwf8FePh+V58Ia7nPQSQ9Pzpw/4K6fD8rn/hE9dBJ6b4unr1r8sb7wFrlhfeIbWS1Al0GFbi/HmqfLRpI4wQc/N80qDA9fY0+18Aa9dahYWMdoHub7Tn1WBPNUbrdI5JGbOcA7YnODzx05FHyA/VD/AIe3fDvZn/hF9dJ7jdF/8V7U6L/grV8PJcj/AIRTxAWwThTCeAMn+L0r8qbPwdrF3a6HLFCrxa1dPZ2P7xfnmVkVlPpzInXA5qObwtqkel6pqf2c/Y9NvIrG6fepMc0glKLjOTnyJOQMDb2yMu/kB+rU3/BXD4cwxox8LeIGLDO0eTxz3+f05/Glj/4K4fDh1z/wiviIN2H7jn/x+vyruvA+u2epavY3FoEuNJtlvLxfNT93ExjAbOeeZY+Bk8+xqxa/D3xDeXGh2tvaiSbWrN76yUSp+8hR5UY9fl+aCQc4Py+4yfIZ+qTf8Fa/hmuAfDfiEHBzhYDj2/1lH/D2r4YCPd/wj/iLdn7uyHOP+/lfkw3h7UV0Kz1Z4v8AiX3l1LZQSBwS00axs67c5GBLH1HO72NTat4L1zR21/7VZmI6Ddiw1D94p8mYs6hOD83Mb8jI49xS+QH6v/8AD2z4X8D/AIR7xHknH+qg/wDjlOk/4K2fC+Ln/hHPErD+8sUGP/Rtfk9J4H12HUpdPay/0yPTl1ZoxKhxatbrcB85xzEytjrzjGeKdY+CNe1S88N2VpZGS48Q4GmRiVB55Mzwjkn5f3iMvzY6Z6c0fIR+rq/8FcvhZuIbw74mHb/VQf8Ax2nJ/wAFcPhUzYPh/wATJ15aGDHTOOJe/SvyOXQdQfRv7XEBawFytn524AecVLBcZz0BOcY4q3qHgjXdLvPEVtc2TRT+HXMepoXU/Z2EwhIOD837xgvy5656c0vkM/Wl/wDgrX8KlbH9g+JugOfJgHX/ALa01v8AgrZ8KhJt/sHxNtz97yIP/jtfk2fBOvNeWlobJvtN1p7apEnmJ81ssTzGTOePkR2x146ZqOz8I6zfR6M0FozjWLg2tgA6/vpAyoVHPHzMo5wOad/ID9ZW/wCCt/wp5I8P+KCB/wBMLf8A+PUw/wDBXT4UKR/xTvin/wAB7f8A+PV+Sp8O6mNNv9QNv/odjdxWNxLvXEc0glZF685EMvI4+X3GZ77wVrdjf6zZT2ZW40mEXN4qup8qMsihuDgjMidP71HyA/WZf+Ct/wAKGTd/wj/igc4x9nt8/wDo6mt/wVw+FG3P/CP+Kfp5Fvn/ANHV+Tdv4J12aXSbeOybzNVtHvrRS6jzYUMgZ+vGDDJ1wfl9xmn/AGDqP9k2WpfZ2NjeXMlnBNkYeWNY2deucgSx/wDfVF/ID9bf+HtXwqkU48P+KF4yM29v/wDHq/K34ueLYPH3xP8AFfiK0SSK11bVbm+hSfAdUklZwG5xkBh3rLv/AArrGmf2s1zZtCNJu1sr3cykQzEuApweeYn5GRx9Koa5o934f1KexvoTBcxEK8ZIJGQCP0NDegHd+BfEHhew8PrDqvjLxjot4JGzaaLZxy24U9wzXUfJ7/L+JqvrFj8L2sbybT/EXiy41PY7QrdaNbIkkuDt3uLtiATjJAJ6nB6V5z/CTjI+tNWTHTFFwPW/h7d3mi/BXx7qWkXEttqralpdnLPbuUlFo4uncZHO0yRQZ9wtFcJ4O8e6/wCAtSkvdB1KbT55k8qXy8FZEyDtdSCrDIBwR1ANFO+gHpnwc8YDVviV8GdHEHlf2P4gg/fF/wDWebeRv07Y6e9cL/wmIt/Al54a+zczarHqH2nzOmyKRNm3HffnOe1cxbzvazRzQzSRzRkOkkZwysDkEHsQaYWXkncfTmlcD0PWPiqural47u/sHljxNax2wXzc/Z9txbzbunzf6gjHH3s9uek+HPjMeKPHWhosLWv9meFtQ08tu3GTZYXZ3dOM7sY9q8WZx0wcV2Pwr0vxVqXiYjwhot5rWqi2niMFpbNOVjliaJyQo4+WQ8nocUJ6iLuk/EdNJs/BlubMufD2qy6gWEgHnB3gbaOOCPJIzz94elR3njyO48MeJ9MW1I/trV7bVBJvGIvKW5BTGOc/aRz/ALJ9a5rxD4d1HwpqEthq9rNp2pwuUnsbqJ4poSMcOrAYyDxWVuwMEUrjPaNO8ZJ4uvfibrSW5t/tHhqNBGxDY2XFkhPT1XNYmi/FyPS9S8EXf2BmPh3S7jT2/eAGZpJruQMDj5cC5Axz9z3rzeG8lt1lSKR0WVPLkCsQHXIOD6jIBx7Cot560+YR2UnjwSeBdI8PG2ZnsNWudSNwWyHEsdugXHqPIJz/ALQ9K7PVvFcfjLwf8W9dWBrZNU1+zvVhZslRJJduFJHXAOPwrxv72PUmu88O+DvH+peDL610Xwjq+paJq0sM7Xdvps0qsYTIBsdRgjLuD16UXAtXXxaiufFdzrH2GRUm8NR6D5ZkBIZNOjtPMzjpuTdj0OKk0H4t2+la58MtQawklXwgyGVVcD7Ri8kuPl444k2855Ga8zmhkt5nhlRo5UJVkYYKkcEEetKqkEj371PMxnoq3YPwPnPTHiOM/h9nejXvitFrGr/Eu8+xSIfF0rSoGkBMGbxLj5uPm4Ur25NcBHcTfZWthO/2dn83ydx2lwCAcdM4J/OoNy7gAMmncD0q2+KtvHr+nag1hKRa+GpdD8sOOZGspbYSfT95ux7VoW/iJPCvhf4U6xNCZ49N1a6vGiVsM4SeBio9M7f1ryZpTu+XjntWxrGs6hcaBoum3MHlWdoJprVthVpFkYbjk9RuQjj0NO4GvcePIJPCfiPSBasH1XWLXU0l3DEYiS6UoR3z9pH/AHyfWtHUvilBqGteMr1LORV17TI7CNSwzCyyW77jjqMQEY/2hXnfyspGPm96bt29+KXMwPZdQ8YReFYfhhqksLXSxeGbqEopAP7y71CMc+28H8K4dPG0Y8IaFo3kN5mm6vc6kZN3DCWO2UKB6j7Of++hXNXd7NcLBBJPJPHbp5cSs5YIu4sVX0G5mPHck96q7jjj9aLgei+IPiNba7b+OI1tJIm8Q63Fqke5wREqtcEo3qf34/75NQfHBt3xQ14AY2yqPp8i1yWi6Ve61qEdjp9pNe3s/wAsNvbRmSR26gKoySa1PHlxrF34v1ObX7CTTNXkfNxazRNG0bYHBVuR07073QHOfjQM/SjPPFDMQuKkBY+WHfnvRT7fKuDt3gHcVYnafY0UwP6Jv+GXPgz/ANEj8Cf+E1Zf/GqP+GW/gx/0SLwJ/wCE1Zf/ABqiioAP+GW/gx/0SLwJ/wCE1Zf/ABqr9h+z38LNLsruzsvhr4Ps7S82/abe30G1SOfacrvUR4bBJIz0oooATV/2efhV4guI59U+Gfg/Up44kgSS80C0lZY1GFQFozhQOAOgFUf+GW/gx/0SPwJ/4TVl/wDGqKKAD/hlv4Mf9Ej8Cf8AhNWX/wAao/4Zb+DH/RIvAn/hNWX/AMaoooAX/hl34M/9Ej8C/wDhNWX/AMarb0f4LfD3w75H9leBPDOmfZ23Q/Y9Ht4vLIOcrtQYOeeKKKd2BjS/sw/ByeZ5ZPhL4GklclmdvDdmWYnqSfK5NM/4Zc+DP/RI/An/AITVl/8AGqKKQB/wy38GP+iReBP/AAmrL/41R/wy38GP+iReBP8AwmrL/wCNUUUAH/DLfwY/6JF4E/8ACasv/jVWbz9m74SahFaxXXwt8F3MdrF5Nuk3h60cQx7i2xAY/lXczHA4yxPeiigCr/wy18GP+iReA/8AwmrL/wCNUf8ADLXwY/6JF4D/APCasv8A41RRQAf8Ms/Bf/okPgP/AMJmy/8AjVH/AAyz8F/+iQ+A/wDwmbL/AONUUUAXtI/Z3+FXh+6Nzpfwy8HabctG0Rms9AtInKMMMuVjBwQSCO4NLq/7PPwr8QTQzap8M/B+pTQxLBFJeaDaSska/dRS0ZwoycAcDNFFAFD/AIZa+C//AESLwH/4TVl/8ao/4Zb+DH/RIvAf/hNWX/xqiigBf+GXPgzjH/Co/AmPT/hGrL/41RRRQB//2Q==) | ASR 1085 x017 0901 Smykke eller dragttilbehør af sølv
Perler, der begge består af sølvbånd, op til 5 mm bredde, der er spiralsnoet i ca. 3 vindinger. |
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) | ASR 583 x0160 0901 Smykke eller dragttilbehør af sølv
Lille kraftig nål, 3,5 cm lang, konisk skaft, ret kraftigt 'tøndeformet' gennembrudt hoved. Den yderste spids mangler. Nål til smykke? |
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) | ASR 13 x0001 0901 Smykke eller dragttilbehør af sølv
Ved perlekæden x1 lå en smule meget nedbrudt metal, en skal med sfærisk form, som måske var rester af en sølvperle. På konserveringen er der foretaget en sølvtest, som gav positivt resultat, hvilket understøtter tanken om en sølvperle. Rx46 |
![](/grafik/intetbillede.jpg) | ESM 0086 x0640.05 0901 Smykke eller dragttilbehør af sølv
Ubestemmelig rest af antagelig brænte smykke med rund sølvskive.
Opkan <...........> midpå sølvskive. Bronzeøsken nu løs, men bagpå sølvskiven findes grønlig ir, som kan svare til øskenn. I øskenen sidder rester af træ eller tekstil. Sølvskive diam 2,2 cm, tkkelse 1 mm. Øslen længde 2 cm, bredde 0.25-, cm, tykkels ½ mm.
|
![](/grafik/intetbillede.jpg) | SJM 348 x391 0901 Smykke eller dragttilbehør af sølv
muligt stykke af dragtnål/fibula. Der er mulige spor efter forgyldning. |
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) | ASR 1621 x003 0905 Anden genstand af sølv
Lille rektangulær plade af sølv - klippet på alle kanter, ca. 2,6x1,2x0,2 cm. Let hvælvet overside. Sølvskær. |
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) | ASR 1085 x009 0906 Brudsølv, barre eller råmateriale af sølv
Sølv, Dråbe.
Ved soldning opfattet som sceattas og konserveret som sådanne. Der er dog ikke noget møntagtigt over genstanden nu (og har næppe været det). |
![](/grafik/intetbillede.jpg) | ASR 9 x039 1004 Anden genstand af guld
Lille fladt stk. guldblik. mål: 0,9x0,6x0,05 cm. |
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) | ASR 926 x064 0900 Sølv
Sølv, Tråd i ringform. Ganske tynd tråd, bøjet i ringform, Ø: 0,4 cm. |
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) | ASR 926 x040 0906 Brudsølv, barre eller råmateriale af sølv
Perletråd med 8 'led'. Glat bagside. Let buet i længderetningen. Trådtykkelse ca. 3 mm.
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![](/grafik/intetbillede.jpg) | SJM 1013 x096 010301 A1 gods-side
Sideskår |
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) | ASR 926 x040 0906 Brudsølv, barre eller råmateriale af sølv
Sølvtråd, rundt tværsnit ø ca 2mm, bøjet i dråbeform, ca. 5x7 mm stor. |
![](/grafik/intetbillede.jpg) | ESM 0045 XC01 1000 Guld
Indfatning (metal, guld) |
![](/grafik/intetbillede.jpg) | ASR 1085 x024 0700 Jern
Jerngenstande? Ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 1085 x024 072003 Slagger, div
Slagger |
![](/grafik/intetbillede.jpg) | ASR 9 x440 1005 Råmateriale/barre af guld
Mindre, fladt stykke guldblik. Mål ca: 1,0 x 0,7 x 0,05 cm. |
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) | ASR 1874 x091 0906 Brudsølv, barre eller råmateriale af sølv
Tråd, tykkelse ca. 2 mm. Vredet i uregelmæssig firkantet form, ca. 1 x 1 cm. |
![](/grafik/intetbillede.jpg) | ASR 440 x0805 0906 Brudsølv, barre eller råmateriale af sølv
Sølvbarre fra 'sølvbarredistriktet' |
![](/grafik/intetbillede.jpg) | SJM 1160 x0212 030703 Drejekværn af basalt
Fragmenter. |
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) | ASR 1962 x001 0906 Brudsølv, barre eller råmateriale af sølv
Smelteklump
Uregelmæssig, fladagtig klat smelte-sølv
Mål: ca. 2 x 1,2 x 0,4 cm |
![](/grafik/intetbillede.jpg) | ASR 872 x130 0906 Brudsølv, barre eller råmateriale af sølv
Sølv? - trekantet, blikagtigt stykke. |
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) | ASR 1960 x025 0906 Brudsølv, barre eller råmateriale af sølv
Komplet barre
Med afrundet, trekantet tværsnit.
Længde: 4,5 cm
Største diameter 0,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 872 x198 0906 Brudsølv, barre eller råmateriale af sølv
Afklip fra plankonveks barre med glat flad side og ru hvælvet side. C. 32 x 13 x 5 mm. |
![](/grafik/intetbillede.jpg) | ASR 1425 x009 0903 Mønt af sølv eller kobberholdigt sølv
Formodet møntblanket - tilsyneladende uden præg ?? Klip næsten ind til midten, noget bukket og vredet. |
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) | ASR 1357 x056 0903 Mønt af sølv eller kobberholdigt sølv
Sceatta, Porcupine (?), Ribe Studier 1357.9 |
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) | ASR 1357 x121 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas, uidentificeret, Ribe Studier 1357.16 |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05490 0903 Mønt af sølv eller kobberholdigt sølv
1 mønt betegnet FW fundet på 58/214,80 , niv. 325. Viste sig kun at være korrosionslaget af en sceattas. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05719 0903 Mønt af sølv eller kobberholdigt sølv
Sceatta af sølv.
Måske Porcupine |
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) | ASR 5M74D D04209 0903 Mønt af sølv eller kobberholdigt sølv
1 sølvmønt, arabisk dirhem |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08974 0903 Mønt af sølv eller kobberholdigt sølv
1 sceatta Porcupine ?. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10048 0903 Mønt af sølv eller kobberholdigt sølv
1 mønt |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12075 0903 Mønt af sølv eller kobberholdigt sølv
Wodan/monster sceatta sølv. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12792 0903 Mønt af sølv eller kobberholdigt sølv
Porcupine sceatta |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12793 0903 Mønt af sølv eller kobberholdigt sølv
Porcupine sceatta |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13134 0903 Mønt af sølv eller kobberholdigt sølv
Bronzemønt? Sceatta? |
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) | ASR 1085 x014 0903 Mønt af sølv eller kobberholdigt sølv
Porcupine, Ribe Studier 1085.1 |
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) | ASR 1085 x029 0903 Mønt af sølv eller kobberholdigt sølv
Porcupine, Ribe Studier 1085.4 |
![](/grafik/intetbillede.jpg) | ASR 583 x0057 0903 Mønt af sølv eller kobberholdigt sølv
Ansigt/hjort penning, KG 5/6 |
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) | ASR 583 x0100 0903 Mønt af sølv eller kobberholdigt sølv
Ca. 2/3 del af Ansigt/hjort penning, KG 5/6 |
![](/grafik/intetbillede.jpg) | ASR 9 x520 0903 Mønt af sølv eller kobberholdigt sølv
Sceatta, mønt nr. 7, serie J, type 37 |
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) | ASR 9 x410 0903 Mønt af sølv eller kobberholdigt sølv
Sceatta, Pocupine, mønt. nr. 2 |
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RhZo9iqfMyvyMGOeAvC4zjcDX0l8T7fTpPAejapZ2wEXlrbLNiKN9oSUKxd85jHzKtw2QTIGb5mxQBT+HmsahDJ4L8a2FpZxabqQaC8k06QWk1lMqrJC7o02xjuL7W2gBUZj/Ga/VL4E+OL74jfCXw1r2q25tdWuLULexMFBE6EpJwpIGWUnGeM47V+V/7LU13J4Yt1F/Y6vohjkhnspFX/AFsRHm4+U7ysFwi5Ic7HAO3v+jn7It5Kvw1utKuAVuLC/mYrjaoWU+au0bjtHzE7c8Zx1BoA9xooooAKKKKACiiigAooryD9rj4qS/Bf9nHx34stpTBqFrYGCylUZMdzMwhhf/gLyK3/AAGgD8jv+CiXxGXx1+154x8nWYtY0zR0h063CSEQwrFGhliHPOJmmBx/EWx0rv8AwD8DYZodL8VaFfWkohWG+Fq19DMGlRw6pK6qFJIMbYbDKcdSpz80+Dvh23xS0HWLqJ1k121cNBp8SEy3GEd2OCNucDP3uz8Zxn0r9m/4oa94F0PXkMcl3Z6WPta28kAKp94NmQMCvLqSMNnPVRnIB9Y/FTwnB8aPh7aXGgmTTNf8M3gup7RY3eUMqJIR+7YMVZActGd/zrwN2K+VdL+Keo6pKNal1CzsvEWgsk95AFDLqhSYJL5rr1OELnJyFid1yQzD7U+HvxG8MePoYNW0rbBd31sRd6XMFE2UXy3lAHVvLKfNggBApx0r5a+MHwu1/wAB/ELX7zRfC8l5BfTb49dt7ycPvkjhaUoWkZpDiWaBjuCvuZSqsMUAfYPgv4n2Ov8AgtdViTdo8iCa3l86IGNAmUkIDttBVlIyF25AKjGK8O+JvwE0f4reJpHtNM0+2ygikuoiiMssjyZYsSvGYmVWO4lieFQA18c/DS61y38X22jaFNNp8Vy0lvqVnG2BPb4xKHViFchGkx0JAfkE16rp/iHXdA8S6hY+J78xfYbGK8sl1Nos3UqwyIVkZwUkhIWZJFLbnaEL8pyigDfih+xvL8Oda0sSahLbaNLfwWf229VBFCJEYCaQ5UCOOQx72yCqsSPuGtT4ft4v8F6Hr/grxRol/KlraxXNtrV8ZLm1sPNQyxNMjAqAjJKM8LvQqdpIcdza/HTTdH+GviDRdW065v8ATEWGS1g8nZDc5jLxlGLElD9l2fe3Yd+Gxzzvwy+Onh3UVuILvU7nULjTIhNos97sH+iorbrOceYm9kJXYxHzsQpXau0gHF694HTVPD+iXkQt9P1m4uriCOS3LvCSj74Y5gC4jkKEOVBORIx+YmsX4HaX4u8a+dDH4jv9AksblZmurCea1m3XAzHnaNpVpMMSSCQjnOBkfWHgTRfBf/CxC2ha1Bbvb+dqt9YNcZsTFJDdW0c0aKdqjymkVgcnCIW24JaLxN8IPDln4i1fXJdQtbSa8h8ua4tYhH5YBY/PJEiNGDnYwcdTzjAdQD5Z0343eMfhv4/NlquqXeoz2KvaJcTnZLPbSxiMpuOSUUMsiYOAVBBGAR9qeG/iTd694ovoriw1K5kuoQ76lbRApHMvnRrMs0aj5isXlhmVWDwjI+Za4C5+BfgfxLJpuveKPFUeqXOnqHttUsZnSW6WNk/dsoQBmUtwV+YtISWyQK6b4f8Aj7w9odnqGjmXZJZyzLbS3s8EjXMUgZ1kXpul2Mgddo6E+9AHZ3nxU8LX3h9Uvbm306WVFE0KzLENjs7LJG7AERsW5cHGCoxnKtBqEOja/b/ZdK16zju4ZzafZ0t4bhUd40Uo8YALM0bsME7WBGBuw1eReLvDPgLxrJYadcaasGoatM62U2nyNay2UgjMiSeUrBQQD8pI7EZBIB8Y/aA0N/g34shubprjX9PcSSJNteCRJCIAzsY3Cs2FBIwoBeJsNlhQB9H/ABO/Z/m+Kmj6c2J9T1EP551S4j2MUVAFDkSbIw5di+1RyFIBIOeX0T4E3vgbwwPCM/ia2kkknlOl3gtCLq13Rhwis0mEB8vbh9vzTNgvvUVP+z78VNbjsfsN9e50y9kt7WyN4Wz558xVSLc2VkUqwbYxGHjLYbcTH4V17x43ibWPD7W9jNolxPP9j1qRS8lmwJUI0oZTsACNgg/eKkqQEoA53SfhXqfgD4nah4qhubfSLK4uWufOulaWKMFQVWcsBkPny5JfMAJfA+YhT+hX7Mdnc2f/AAlhdIkhuLxbg+Q6snmNvPGACcR+UmenyYAwuT8gfET4nafpegw2fiHRPsiTQkfbVtQVZkUSIjsnzHH7xjyBxxkg7frn9lP4peGviHpOtR+G7kS2sbw3QjaPY6iSJT6nI4Bz3LE9xQB7zRRRQAUUUUAFFFFABXxh/wAFKPF+pLovwy8BaZZQ6gfE3iCOW+tp4w8clpAyb1kB6IWmQk/7NfZ9fkZ/wVr+JV5Y/tJeD7HTbyS0n0LR45llRiCkksrs2Md9qxfXj0oA534lfs/6p8Bda0L4keB0/sa13iS6s5ybiCJG3NIjtuYFAinv1AKkHbt6Lwf4Rv5rHxpPY6D5PmXPnAWNwREqSYebYSxZyB8xQkQkAMjAkivQv2Rf2ltL+Ovh2bwD4rFvHr8ts/lTTE+ReZi2mRVyCHXPzqDjBDDGSF4z4zfDXxz8OdW1Pxx4VMm+KezmtZPOJndYo3jmimUysjqAjMfvMR0AViaAPNdPhfSfihpN3pkqaZNdXxgupZ3CruQI53qSzKzkuAqKxLgDJIBHu/jrxlql54sjtba8vVtjJcWZ0hrRPKRvPt47hZJfLZhtJbYyAlN8YZfmyOOhv9C+P3h3RdYPhe7stSm1KDT9cWzVcabP1SQr/rSjfIv+rICh+TtLDi9N8UL4T0eSG4lh1e5tXjS8mUi2ka6imhkZhmTy5XwJGyjMj+WC4y25QDW8H/s+29xrnjC9sCwv44potP1FpHjW5W6t5UO7zE2kHzdu7/ZyG4LV5N8QrfUNL8WDR/E2lafqunx3UVxb6hM0CCS0e5upC3nIz4LPNJkOHVfLwy84r2ex/amj8C/DfwfrFrDp2q3P/HtrGizLJFcsoVViljuCvybHijyGVwyvgFlUkcp4S+N2ofFHXbrS3sF0jWL+S3uobiGRBAp8sCWMKqfd3bpELgiP7zlwHDAHy7fahdQXWoada6hqB0BZ5A1t9qba8JdXcbjkdQpGVOCM4ODXLaXHcWuqGAO0fmK6BnUKCNpHqc8Z9cZOK+5fH1l4GvNCuYrieysJDE1rNJE6MZGM7xLO5wC7KPMbKqWJZh90nbe+E/wt+HPxp8I63oEcNnpXjXT7aO0GpQgB5CqFhc7ScqsjMEZSNoxgY4AAPkHwDeanqXi9vP1C7g+z6bcIt2snzRw+U6eXnB+VvMMZ4OBIeDyK9U0fXLXwvGYdSuE1O6nCzzXEmoSxSTmF3ETjLlSfLUwcAPgFQuQGrD+JX7MfijwLYvcPbzXclj5kctxaSeYsj/adiBQBuA2unDdCQf4hnH/4UbreseHrPWhDHaWsYaC6F4zDymUlRIxU8bhtIVcklX4IXLAHong+6+G1zb6nB/wkl3FJ9r+0y2l6hli2iUiRRLyGMkQI3bR1OVwSE9j/AGgfiX4a8M/B/QbrRh/a+p3xTN7HO8UE0cbnzJInByX3sp44G5891Px94k+EOv8Ahe4EN5pN1A8MqLPG5+Vd+4Iw5H3tsvDKNu0ZxmqninQ9YtI0+1W1v5VwiCE2qBUbcpY7QoAzuYjGOCQBxgUAdV4T+Jjr4rivbHUNRuLSz33Is5oEBjCgAuOWBdRHCSSOdpycLur768S+GvDXxU8Kx3k9vpuveG7y3mnRkt2W5aQqjYXa4EfzNOuwjrGW42DH5n+FfC/iS18eafpiQDSNXvC0CDVP3CYdWUhy2CFK7l7EnOOa+wrf4b+OvCPiHxLrUmpX12nh+xVtS0m3kXybhmj3ORHKSiq4yuQI3GG+U8lwDhfhz8T7Dwrdf8ILo+o2lxZR6g1ot6LGS3nuEZwUcow3rL988DBZFBC8M/da54m1jQ/J1ObxDoy6ffXjpaJe2onVmQGUw7/l3DdMyYGNo8vDDbkeX+EvgdqPjjXdIlsNA1I3QiX7VfXYNsEljhDnZEC8hyCjGQ5BcZ2oDsq3rNv4hXwfbeG7rUtUggm1GQ3kN1ZXAW2uothLrgYkDRuGyCMBuVJEZYA9X8A/E4+JtX0a30pb/UtRn8lF3R+bIQu0rGQqFt6qwALcFem47K/Q79mX4J2/wq8KveXNnNa6/qJP2lZpzJsjU4QAZ+XcFEhByQzkEnFfJn/BLH4daXZ654m1mS0jvLyytIYbW+YB2i8wl3IyoKb0aLAHZW9Tn9G6ACiiigAooooAKKKKACvxU/4KYwhP2wvFV8bRp/s9jYFWXDIr/Z48M4wRjtg9ePWv2rr8b/24da0eb9sH4madqmkWcVpJFZo2oXizsPMSwiAKiI56zxnp1j6jJoA+Z/hh48tPhb8UPDXiGKJL6FDE9yi7NwV0USKoIO11zkN2IxkDNfV37N/7bu7xJD4O8cgP4bvmezGsXVyI54QzkK7cBQcGLkFSm0kZHA+Gdd0u4iu3nu7hCqo0i3EIysuz5cKR1GBtzk8jrW74NtbDWrGcG6jtLvzA4gfdnbggtkDaxA55xjn1oA/SD4teBb34S/Eyw8e6BaSXlpfqyjUdPnJ8wKXxBJGP3bh0ZgSdxBiU9F2HzLX/AAX4c+Mnw/1LVvC2m2+l6nbSMlzpl5taNZCJNhO0ZQyLld3UFixbLFm9l/YR+LGlfF/4f6t8L/EdosWq6TEZoIZgds0DklgityojLiMgknB561w3ir4U6n8BfjNq2vaXcQWuhak0cN7ZtcbIoXcOEljO8EI0zDKY+85Ix/CAfJ/irS7/AMO/D1oNSu2jbR79tO/sba6yWAeNpgCSNrN5q8up+ZUVhkNVX4Q6ff3EaLFaw/aLi/tbhLqQxRyRKouITtdh+7bdyDuU7gpwdwr3j9pTwLbweFNU8SRy2/l6nZo9yI2yYZof3ahXUfvRiRlwW/gXkqFB8AsvE1tJ4L0XRLKaaznvbpba5eCDImJOUeQFwd3zSDIP3T0w7AgFv42/CDXvBF5aaeFuprPA8u4liZFnvHcCRYxk7m2eSxcdT1OcAcP4B8Ia/wD8J3p/hjUPMtZNcgdIoriU7ZiYpRDGWAO3e4MfOMFgW4Br6x8YeNNd+Knga3nttCtY7LTLiO7W+0GVWijnhYeRERlQmQxchA20xY+424+fWNrb/wDDVGvnV5VtNR03VI7xLDV2VJpkOVlt0LZWUhZw3UiRULJ9/gA4CHxZr/7OfjiXSYdVi8R+Er2PJtblzJazRTLE0rrGGOxsAKT32969v8D3154y+HGtQwfaNX8QqklxYSalCp3/AGhjJPGCgLSRz+Y6KXbP7t2DRcAZX7b2mp4U8UaTqN1pFnL5Ntb2Ba6JDXRglYgoikqV2sAWYAspIHQ10n7Ld5aa74TluLi1+x2IvGig3MsqxwZt1+eMKnzmRF5DfMFUHHWgD0HUtJsviF4Zt9W+x3N3qBKTI04EF2seVS4WRQGXeg2ncP7yrhjt3eFfFa9vvhLpaWIt7G/0/wApHtV+wuVJEarLGSTllQjZ5gcgcj58lq+s7fTx/a08umJAl20iobhlSMSFCyiI/dIBLHbnBXbkhk4PQ6r8GdN8c+E9XstcaC71ebR1tIrqaBD5lvgEtvckhhuUblKkY3L81AHyP4O8J+GPj94fstXGkh5rZHlu/s8YN3E0TqxBlBI2AMxJOH+dCEOCo94/Zd8TWEsHjrQ9QtUvX/taQT3M1sUuLhkyqSThuTJiIrgqCG3ZBJJPz38IfDnjf4I+OrBP+EeuJNNtJbqwvL6zBEd7ErJ50gGxSDHGUcSHqsJIJAbN2L4J3GqeLI7m1vdnhnVZXM15Mu62uZEmKROm1k3na0adE2OWAIPQA+tLLTJfhz4yli0axe7hndsSQmLFnDtQLEyn7rqyn+EcP1GGavIfjR4G1vxF/ZljpNpa2S7/AC0ntrMTSWqoQ6bI8EJvjitGL/Ko+6TivWvht4dt472x06K7m2wq11IpmXfMC5VGYqQSpCqpCYx82SSgAf8AGjTf7F1yw1GxtrGNBdJH9p8xY1RGSWKEnfwFWSRQCuDywGFLggHuH7IfwVl+EPw9aS9uzearrHl3F1KU2lmAY7icDOS5wTztCZJxXu9cb8MfG9l4w0GNIJCbm0URSKwALhSVEgA7EqeOxBFdlQAUUUUAFFFFABRRRQAV+Yf7YXhu0uv2vvEvhy6mNvH4j0Kz1OCSazeWJZVwjjemDHxZRsX6AK2emD+nlfJf7bHgvR317wn4j1HT3m+1iTSftVtCpmjmVXkhAkP3FMbXeeRzt5BAIAPyP+JXhG+s9c8VRajZCwmsJpc2pkDBG3hRtYYDjAfDDr1CgHA80v7K5s442eTbJD8oi+UA49sk56ZBHt2r9NPFvwV8JfEbXpfEEguJLy9EMrTLEkcNwY5W3M0bKyl2VpW3Yzkt1G7PzT4+/Z7m1Ox8rSbGSG0hLq122TEFV3hDySMMjJijI2kjbKCF+U5APJvgv8crv4ZfECy8R6bMYNThVUV1jHzLvQsrfMMgqCvQ1+qes/ELwl+0R8MrTXdNa21CG8sInvNPdWLxuQHeB1BDk56DvwV5IJ+HfCv7FvghvBtpf6/41Njrt5aW11FHDLEEDyhisYV/mY8qCvB47ZxWFoei6foPhvWLfSPG11YW8McK2jKZIGuTJHl/lVg0igyGXAztyOcON4B9nfGjw9c6n8HfF3h6Oyl1mzi0WW8u7mKFRFHEqu3nRtKcExui5AOcAqq5+7+TMl1JYqGby2PmLMgkUOpGScfd2nO39efb6R+GvxK8a+KPH8mkeNfFuq/2XeKbO+sdWZlicxyHMTuMGHgSMWBXPlnJ703xx+ybqsOg24022tdRuILN7yXULK9SUcgstuI929icErJtGcoOfvEAg/Zf8S6bdeKNDtLfV7fSrhtQt57u21V/9GutswdlRghIZjHDEF2nAcuD94L9S/tpfBeLT/8AhDPif4EtrOHxBC1vBEjq7i9l2TEfLKwAKLGNmc5BjHZAfzx134b+LvBen22pX2nXFmqSqES6i2tuZd6/IwyRg9+OQPavprVP2kL+18E+GbPTdPi8RwRT22oW/wBulhla2u1B2naIwwYq7pk7sOhPJ2lQCXx54+h/aO+Ccmla1a61B448KxG90+3mjMqXtjNPEokysagugkzuVAWSHI5Z8eMaPDrXw/0250iUSfYtQt7mZHeJtu5BIquCrcHKEgr90DO7aST9YaXDd+PPhLoOp6IrweJ9HlZfPN9NP9rhRJ0IkjVgqsEjXLhkIWQNv+Yo9v40eAIJPDPh7VfD2lz61p8tmLm2tdzQhVkCxkSE/M6hpl/eYzkFyyhy4APNfgL8Q/EHxAbwtFOGmntnewuLiO1kbOEKCSQJkKwWaAebjBLKG6nPueveOvES+DY7DVI77w1qS2U9zLf6fdwCSAR+WXba5CvuCNnAKjbtHQCvAfh7YXnwt8UJf2IlsdLfUP7QWxmdLnybhxhFfZGrg+X5gYYwFK/LkBh7rpOpXXj17FtcnzoRT7Ta2vlFluArALJJnKSJsVZFGdr+YCxOxVIA7UvHUWuWNtr+uaV9jvprhrq305oXWdzlnR7icguqjaWOz5cZzldyjN8TfHC80i1vtWlt1lW1gN+bIyIr/ZyNryIjDIUSKUC9T8xwB8xyviN8IdatGm8beGNYtb3w5bwF76K8BhkZ0hl3IcRsEYtsH3ANxORyS3hfjLwfqnxak8PaPaa/9qubNt8S6hLFG06XgEkRhA+ZmIjKsNuFcoDy+XAPQV+LMHjvxFpGo29/Df6xYSzQi8MixGRJZUVxJCgOEIC4ddqnc3BO16+wGs9M+Imk2V3fx2cl20KX1pdXLo3lSI4kQZRTvwzgZBwwLcncCfx41Br/AMO6yVZmtbi1mISSBzlGDfwMp5Oc+/FfRX7P/wC1leeFvEGgQ63eyNpNgYreSIKXE0Suz7nYk7W5UllGW+bPPNAH6v8AwF0WeDxNqV4bhDax2EUItlP+rlZv3mCAA4/dqd3BBZuxFe5V8u+CfE97q/jzwhr+ggjRdTaNbrcFPyOrAglSc/N5YDZ2tsyA2BX1FQAUUUUAFFFFABRRRQAV80f8FF/7Rtf2TfFOp6S4h1LSrvTr+Cb5cxMl7D84zxkAn6jI6GvpesTxv4N0r4h+ENY8M65bC70jVrWS0uYckEo6kHBHII6gjkEAjpQB+Tfhj9qiwXwJ4d1G9Fq/iaSR0vrVIXiigJbORiKRvniVH+RW+8ckYUFPHX7Smjal8Odcms7GK+068uFttQtkn/eQ3DfvGdZGVgQ7nKHAz5bYxzt8a0j9nmfQfHnivw34kv7fRpdH1GbTXhu1M002flSRIgCQg/dMJFIXY3JFYmqfDOC68J3FtYvBqV/p1zFbvJFEPMuIJ1e4hkVT97BjdT8w2n5TyaAJfCXi65uk1zSF1HVNQ06RW+yyXMu94mX5wzK/UFgQDjClg20kZHc+INZtfDtjZapqjvci7tU0SHTYHU5UJG7gxRhY2ZHlVME5xDFg4LGvL/h74l8R+DLrTYNLkEmmX9yk0Vm0EVwyzB2AC+YB82MnaCCQ6d2r1fVrNNW0SeXWUmvJYbVYLfWEthIkToyFWkZFAjLLOqZfJAKFTuEeADjNQ8T3Wp2cttZ2trFp1vauscbwtumBaNssGzhl2hWkVQDtPclm9M8C6TqPibwrBYz2Vw19cwT2phbCOYSUiRDtwVVgHB2qWfBL/LisrxZ4Ck8P2NhqWiaJqWp2NxCptdUtwLmSEnZJGGZQqu8rtIjBhIAVVMkHLZukeLtV8QWfhtbq01DwtJfXE0ra0RJgsiJGrhWXbt3vC4wSNzOAdxAoA9Mt/g/L4w8SjxHqUtvrGkPFJaQaezJHZ2qvZRyI8ka5IZzMcBcYLhwBhVOnof7HFhpuua/FoN5LBo+oWS3Fm987faYmj8qWJoiwj+dWMy8DOApBDYrjLPXPEPwn+MVjo3ge+luNKW3sY7u8jtPtRvI4vkjyx37mdEkjXy12t5a+WWwNvRa94+8a2vw1Gr2niVZtZ3RpZlrRY2d/KRiBthG8kvKSpGGCxMDgsSAaPg3xLcPHrmkQ6gdL123WG1exniP2lwE3BlREGUaJWO1QOHIQx5Gbnh3R/EMnhPUtF8RE6pYQr5kME0EUixxEoX+bcpwATzyOUKjBCjm7H41za5pFhrmqaNYz+JtGKJcXN1Ei+dtCSJtkQHY7RMAUKhWJJThGU+mXXjC51mzstRuLSOwWazHlBWaSYfdHlgbVxtMihlbA6nBKnABweh+Hh4s1C7ivLOaPTLMNG0UkXmreO0vmCJ2Q7GCqUV/4wixghuc9Z4S0G7vLiW/upbhIVG/ypfJOI9pUg7BzkbhjGCYyAMBak02O10mzjWYQzPFboEkSEM2SfLAXJIVim5fcs2M7sVX1bxZJ4a1hbGWWOHU41zdJNc+Yhbd8qgjAwuCcdQEXJ3dQD07w7rFhoFxq1hazxxzmWRng+0BIwWkTG7acqI/MjDLwRvUqCXwfn/4xfs+TfFa8t/EGj3D6LILdrz7HJa7FhbzQzRzypkBwsbMoz0iIGSMv9Bal4k03xF4R07U57iK4srgCOaA5mgkLIqxYf5wmXI5wcbQDtAY15DN8YIfA+saR4Y8QeEry10Scx2crtBNCfKjfEbRx43YQGI7P3hUl3GFVC4B8/wDjD4Ay6PcLcak1vp7QyQweSh3yDJC7Sd2A/AbG4nAy207jWTdfCjSdGmli1rUF8u4kkeG4ghaSMnBQjEZbB2MrDaP4htzxX094sm0bTdNHiyOG2uNF1ljosayZvRaxOwjtbiWI7XLCWFgQRuAIwcDaPKfHHhXQbFpNHjsRbWX2aGa1a2lhljty8CiSQyDf5YkkDMVDKqoOCQMUAfS37FF6/hTxVa+HP7Wj1TSbOdUh8lgUgkkl+aPg8Dc8fykZVlJ4ycfohX4+/Aed/DfxMiZdUjuLW40yC5j1COVzKjgRtE2XKDCyLAW3DKsWPUcfrP4M8RxeK/DNjqUbKzyR7ZlX+CVeHX8GBoA26KKKACiiigAooooAKKKKAPzy/wCCm3wH02x1rw78ZYbaMRK8ei68GhLrsbItrk7WVgVfEZZW3cxADivI5PDFl4q0u+a40yS3ttbsLN01e0uGdWcvJFBLGjbiyK85352/IQVyQpb9TfHHgvR/iN4R1bwz4gso9Q0bVLdra5t5BkMrDqPRgcEEcggEcivyh+3y/sK/EPVPh9450+41Dw/PcNcaZ4jSRzJ9mOFgIjGNwIBUgOoRt+B/EwB47r37P/iDR76B/spS3he4SRrSRDtMTJGzq5wn3nyC+GKxdCUOKd3451bw74LbWbYTy20+La8+2yGKWOUW0QWUdGRmjYLkEiQ8g5Vdn2V8M/FXhzx1fssKW9/4bu4Wg2tsxFPIm548EqZHLfMN4G5Wc5YfNXB2v7OupeH7nxZbXJi1/wAMandxpDYwQQz3GxGjEYVZJVIDiP5zu42cIowQAcf8C/2prPVvh3b6PrFrbW1rpUTJ/o0zRSRqHDMwLEkqdychgUCcEHaT66PHvw/1zwZpuvSiG+bT7FgkNrtkZYpiYSmxgF+bzIBncDlIwAh4PzH42/ZfutLfVPFnw51KKPTGUQvphdvOtzs8u5UuVyrCRZPkfDKNuSSRVr4LXmox+DPFGg6x5SrolwjMH3n7PIhEas6KSTudwQ3l5zGOQB8oBt/Cn4uafJpfiDRbrw5oVgZ5Bpl7ZQj7Ncn5VjWRVjjLSFCm4Y3YKPkAlCeoi8EXHi7QpNc0jV3n1HTrm2vrZtTRUH2u3kJVGwikM6s4Zdp6gE5UhPH/AO1/D/h6HRNU0u0mtdYu7BRDJcWDNFPLM6nDyh2CybkeNdoIGSMptGPcNO+H/jnwj421WS3hWS0/s9bo2tlDFa21sP3CK8kQKsFldSRtUqw8zClleNQDzfwPo3jDxBpOu2f2Cz1FdBCXM1zpex5L1bm4dvLuXMoIMaJL5cexdvzkKCwavUrHxNa+LPAeq6XLdvp95aiKOaBopDJ88SyK52YcM+C3DFhuc5Jrn7f4i6P4X+InxLmj0u40/wC22Fpc2trPbuPtsUqIbiGSRoVaNS0pKMgQAo3ysvDaGn3Xi7UvCEOsXcV/BrVi0txZ3iiS1lukeR8C6MTKsjEFGwcfPKxIP7w0AWdW0mHTfhPqV7fXjWcr2zG1vtWuJI5mVcBShCYYnaxYfKQXbOT89cJ8J/E39veMNRt9U/s6ErO63MFyTJZ3smxfMRmMe6DI3GNkDjKBR9wMfdPiBrtjbfDtrLxHDPc2S/6xp4Y5JLUzAhjIm7dIq75MEZBCE5PJrwf4ZaZ4fjsbJNRuz9otEhaRvN35USxxAJ8qbS8ZKEE/KcLg9AAet/BrxrJpJSzv4IUg8onVILp4oHiI8oFxFuG1QfOCkAbjK2Biug+IVl4j8L6BpLWGmR+KtPtNSGpaf4iLw281pGkeTHcwuwUurS7SVPlOAoO1md64HwX8HIdU8U30ujXs0Nvai5to5IbdhbyGR5UlVGCuoIaPGJHJyFyqt1uNr2v6Hb6YsNoty+k3dvqV7Guni6j8khgzqAxKPuEhyqZTZ8vzbxQB4Z4LtfEngIeKNRu7i31LR7XTZotNivCXt5C8xmlNuA2AVzK2NwLR3DuMq3zdF4V1tPH2qS393fRJezrFIGZktAjRR74ihZlZ9pV1LAuqiEMGG4bO58RfCyP4ma147uPDmq3kGq3Mlxq+lLd3cptZvLeVmWITKPm+W0OxwQBLwRtcHkPhjqmh6l44ZtTm0uNJgEj225WWwkXdhFc/LIpfzAfKJGDgDjKAGb8OPE2m+F/ildWF3fw6Xb/2T/Z10JFEbWyCSacq/OXBULl9p2LMVwVjLD9Wv2W9FvdJ+F/n33ml9QvpriJp3LvJEoWFJSSBkSLCJF/2XWvk39mn9jXwb488WJ4i1OaLWbDTZvOkSAbBIxT93bybQoC7W3sOWIKqzYLBv0OjjSGNY41VI1AVVUYAA6ACgB1FFFABRRRQAUUUUAFFFFABXg37Yn7LGm/tUfDE6K08OmeI7BzcaTqcke4RSEYaN8DPluAAccghWAJXB95ooA/np8eaf8RP2Yfikum6lLqOg+JNOSNHlaZpIZkGdjR7gA8BXOAQRgMOoIH0j8Hv26NS13VG07xLpNhqGq3bQrbfY5AobJYspjZzkbS42ryeE2AnI/R39qT9l3wv+1F4Bm0XWYUtdZt0dtK1lEHm2crDHXHKHjcvfAIwQCPwl+KHwi8SfBjxzrPgnxRpbWGuWbLvZ2LiZOqyQtgB43HKkc9iQQQAD760X9pCz8Bh7XxFYaTp3h3VIkNkNFi3NYqzSC5W+tJG8yMiTc4CK6gIVXOMVs+HNG+Hvxem17VtH1eG9uL63S3ujbyi1aWVGYxSOpXfuCMwVmDAZxjrn4E0/wCJfie+fU9Wtv3975cYnmtV8kqxh+z+ZIUYHLoQpIwGfbzkbTheGfE2o6AYtR8P6ve6XqZ/cM1ndG3kYDYSpKkfL1xk9QPTAAPuLxZ+ybqV94G8Ww+H4ojOzw3mmx3X7prWWMh5oI5I4wEWaWSaRIVCpuKt8mxqX4H/ABO8feMPCGoF/Ednquvf2b5T6TfQeX5yzowhlEwkVMqDDuWVcEySLuyAF8O8C/ta+KvD+m6pY6/FPrlhcQfZrlLS7+wuMKBvZ4xgblKKxAQnYhByCT9D/A/45eDfFljpqWd9aw6lZ232e30u48qK9HlmTChtxMhCM2GAwRI3AIcUAdD4k+G+s6pZ6dZznSUlvruXybea2J8lmfdtj3Ddu2O8hVQBujORndu09G1K+ax00apdh3vBHI7zwC2nijBYOXJVVK5KY+VSSSPl2lh3LX2j6zZS6ZLqMhlgkjdI2k+eKQfOHyeehX5QchUHAYEV5L+0DpOtaF4etY/Cl1HJe3dobmSC0EbPO8cqxhJzhXc+XLIGjdThkwG3KgcA2PFi2upalbRWtvpRjEk10bZFE1xPkK0myKN04ZpHxu8xvMK5UgMK4XQrWfRLWJNY0ZRJaKrF4bt/OuI9ySNKykkyLlYjuOTyC2081xWnfGzTNe1q1sPFofQ7RrV7WeTVpWksbt+Q2Hb5surpJvZmKh25yqMOh8ZXln8OdN8I3eg+XqHg21F9ZXNzGxZo3MkBkTygBs+6wKspQEhSq8rQB0+j6hqfiCK6HhZwviRJrgwW98Z5IZ5vMO4fuT5iuwjOMoMsQDuLFktXfiqTVNN0PxVeaUNFuraMC7tYSZPOtJfMSSGRAqiUqxjfy9pdFfdyrlxz5hhvNOk0VWtbOK2sre4ZFQxSw3CySOUhSKQAK7xquBuHlysUPJWvNfHnxHl8OeKLm1gmeSwS5jeWC0d2lhUIhwhchiRt38NjAkK/KeAD1SHUvDXw58U6tcald2dtpPi6R/stxNBKyW6tHFFLCLgfKmZNz722uBgM7HGJPhb+yPefE74pXkXhqSSw8Dz3Mlze6rGjpFaxs0imGBCoUzMCpVlI2AsxTDoW3f2a/g/bftBa0dN8R/Zb3QY2lkvV+xwgSRqkcZt43QAkEiIlmzuMSlT8pVf0j8N+G9L8IaFY6LothBpmlWUQht7S2QJHGo7AD/JPNADfDPhrTfB+hWWj6RZw2On2kaxRQwxqigAYzhQBk9z3NalFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfOP7Z/7H2jftSeCQ0CW+neOtLQvpOrOpXdjJ+zzMvJiY/UqTuHcH6OooA/nY03wv4r+HfjjU/Beu6MtrrqM9lLp2qIgdZAVYLG54WR0T5HUncCu0t8tZ0OixT3jyvqS6des8cP2fUoCgILBczMU2gcA7hu3ADIHzY/cX9o79jf4d/tNQw3HiOzuNM8RWq4tfEGjyCC8jwcqGOCsig9A4O3LbSpJNfKPxX/AOCZPxJv7b7T4c+J1n4ovYTIyt4ktpY7yZSiqI3uN8oYDDYGxRlzk4xgA/Mnauk60n9qWzWmwlXZYVkCcYyFYBWAPI5AIA+Yda6XxB4Q1rQ7ea91G2NtJZlBKUWOG7tpDiRvOjU+ZGTvOC4z8vB4xXuvxI/Y++L3hu2mufGXw6urbQrW0Vf7Q0RI9RdTGuFAWGXKKw2hmZMAKMDPXyvwjr1l4N1oSaNd3Wnara+bYtNPBFcm4tZCyFRBKhWQ+WQgVjHyueS+FAL3w3+MHjbwv4it9TtJm19VBikhu2YvcLLkMCxbczsoXBO5v3cXB8sCvrP4V/tU+HviVYjS9Yt5NJ1e1ePME1wNuISWDLjAD/MA4UKcnaRg4r42uPiFAp0+G4VdU0lreOC4iiRVcOMojHenG0KSEDcB8BxyTV8aeExp0lpfeGHvb3Sbm2F/tTEkcD7AHWTZ8qsgZCQRkK4B9SAfoB4j03wl40gd7+KVYwXTyI1dXMTCQMAkb8q+DgezdmwcuT4P+CfFCzT6beD7ALi5sbi2trspFDIkYVXmjjCNNv8ALlDecxdkZApJDbvhLwZ8U/GOh3kcOmzTag1sYlaER73EabRt98ZCjPQccAsD2Om/tAare/2nPf3jW0tzmNmVpBhSyldpVtylSemcEepAoA77xF8L/iX4ft9Q/wBGj1mEXjWyS28izXSSbUeJQVwxiYMVUjOw4BC+USPLta0nxrZ+LdJttU8N3WrPdWiGCGa0+0XFyojKtImwBnJZCTg7gV+Y5zn1HwL+0lfaHqdt/a+oz6tb3t5Kyi+VLsiJh1Qn51LMoGAwDHduUkgr+nH7Gkf/AAkPwf0fxhe6XZ2mo6lCYIZ4YtrvaxuyoxyMjeQzkZb7wyzdaAOH/wCCefwD1P4V/DWXXvEEt0NU1kKbexuoTAbWD7xzGfuu8hdjjGRtPUkn61oooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArxP49fse/DD9oi3uZfEugRQa7JH5cevaeBDeR4+6S2MSAejhhj0r2yigD8d/ih/wSn+LfhPWZk8HyWPjfS2kX7NdLcxWc6qTz5sUrBQQTnKM2QM4z8tef6l+wT+0T4H8q5t/AV15jCSNJNGvLeYpyvLBJCeSu4cYB5ABr9yKKAP50fHHgfxx8H7prHxVo+s+FrqRU2LeQyWzy+XjaVdsZC7B8ynHHB71yWoXk98Umnkc3B+dmfIG04UBV9h06Y6emP6Vri1gvIzHcQxzx/3ZFDD8jWDZ/Dfwlpt99ttPC2i2t5nP2iHT4Ukz/vBc9zQB+KP7Hv7JXi79ofxjYm3S90jwnA5l1TXZLdkiEWVKpbuSBJM2CMAAIArHd0r9vfC/hrTvBvhvTNB0i2Fppem20dpawAk7I0UKoyeScDqeT1NaaqFUBQAB0ApaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | ASR 9 x410 0903 Mønt af sølv eller kobberholdigt sølv
Sceatta, Continental runic, møntnr. 3 |
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) | ASR 9 x419 0903 Mønt af sølv eller kobberholdigt sølv
sceatta, Porcupine, møntnr. 5 |
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) | ASR 9 x522 0903 Mønt af sølv eller kobberholdigt sølv
Sceatta, porcupine, mønt. nr. 8 |
![](/grafik/intetbillede.jpg) | ASR 9 x511 0903 Mønt af sølv eller kobberholdigt sølv
Sceatta, Pocupine? Kun een korrosionsskal bevaret, men på afleveringsliste bestemt som porcupine. skallen er uden tydeligt præg. Mønt nr 34. |
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) | ASR 9 x504 0903 Mønt af sølv eller kobberholdigt sølv
sceatta, porcupine, mønt. nr. 26 |
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2jgKSfMd6P03MeMN1OPofEPiz+0sn/C1rTSdG1i70zw/bwwpLeRR+YJ3O4gxxgEzRnKr8oyN24DHNeT3v7e2vaJqkGnt4U07XFgiCyXEMrxTvOjErNGVQKPl2YyhOF/hzgAHQfEL9jLWvDuqzTeFNbt7zSDOtnbrfO63UKlC21hs2nktypwSR8oNcd4U/Yg+JHgzxU2pXkNvBFYXVvJcRQ3aFmhLhmYgOCFCg+h5wOao65+3la694b1XTLvwTLJc3srObqbVmdly24DPlhjtYKQM/wjJrO8Ift4eKdBXXrLUbm51fTL6OWKykmSJbm2ORsLMq4cbSQQRyTnPagD7lXTfEfgrxFbRw2azadqEAt3nkkInR1Pyrjacqf0IJrd1L4qa14D+I2nPZWGpXyRRK097FA8qszE5DFR228/74r4t8Jf8FBr3T9distUtBqHhK4CBkkz9rs2AXc8bjhjn5scDJwNorqNP/4KBaZoXxIMlzY3E3h65tgkgR8lS21idmOCCv8AD1+tAH7C+D/FVr4x0G21K2DJ5igyROMNG2ASprbr41+FPx00bxT9h8R+DdRN4o2zSWHmgLLbyEEx/wB3zF5GOCCuDjrX2HZ3cV/axXELB45FDKQc0AT0UUUAFFFFABRRRQBV1TUoNH025vrpxFb28bSyO3QKBk18US+PLX4jfE631K+1Oa1uGu3gtrSRD5DBYjIUKj+IKFJJwRyB1r039uL4pReAvh1b2BuI4Gv2eWUOSC8MSFyo9QW2KQeCGIr8zPiQ3iHwv4Dt/Gej+JoNO1aylZjbyzF5btHZ1yDyN+wknkZXI7HIB+j/AI+0+w8QaLqtpqRubNvs8k6yRSBxEdgUlB94bS4PHPp2r83f2g/BM0Nr9jvmBuMKsOItsuyKJkVmcKVKsgJKjbjaoJcrkfRv7Hv7U1v48lLeIIPL1q4gQiOOc+Sf3gVyp8wtkqqkqwx1wR90er/tFfAGL40aCNc8JiGz13ThkWLKUBG75twZWwu3LDaoOe4zmgD8jvBvii5+Hd3qVlfQ3L2GoRbHe1bEsWBlZFGOMEKexIHB716l8IvGVzrF1rtnPfWWsabq18t1ewX6Qxu8hR41ky5OCPOJIwR8vUV0ek/DK68ZeKvsGo6msb2t0bO7tldpMbR8pEnCqCFOM4yFyOleueAfAem/Dm81XStPhbWppkMjTW+nl0bADKpMhAyUY/LxnHWgD5I+OXwbtvh4i3sUlztnupYlE1ssI+XnGAeoBQcDGc812X7Hvi7w/oPiRLXVhcxSGZpPPs8ibaY8FVKkl8kL8hQj5cg5OK94+KXw9uPjR4OutLvjDY6xFc+bFeLBMUEK7fLV3Zn+ZUJyFbaMjHGDXzL4s/ZH8Y6Lqurw6fAl9YWCmU3Fw4twyZHTcQC3PQZ4yegoA+qv2gviro3jT9lMWGtLNJrFjJJp2m3mqROLxCk+JE5HC7EQNkEjeB71+dd5Yi0YqZ0dt5G2M5AHqTjHpjGeh9q978L/ALNXi6VdOjvLq3isNQV2hVbgP8/lSOQU+91i2sQvysyj0FbfxM/ZP8YS+H7zXtIs4L2O0ZhLYxuftCQpGGMgUnkeoHOQcDGcAHCfs7+H9TuNSudZtj5dpZPGXlScxlJN2FKhWB3nJQbvlIkKnG4V+lPxU0KX4sfAXVxJZ2/hnxLPCpt7q6t4w0EUbLKnIzhSE6DJBJ4PWvyb8E+PtW8B6lHJZzeQqyZkiZEIYZB53K390flX3N8Lf29vDN38P77SPG+k/a7qPbDFb6eiMJQFYh0SRvlYEjnt1yMYIB8MX66reahNIl3c3NzC21ijtuG0n7uAOBz09fxrqvhX4F8Q+MNRM/hy7uItZaGY+ZBK8UgjKFJMuCOGDFTzzuOeDXR/GKDTrFodQ06+Szt9djSVbdFjb7MDlXyVZiBleASHxwwFfSPwX+F+peC/D9hrngLxNp+o2z2UIVogMXByJJhKuA2SUZFyyqvUvxigD5kuvgneWWjvdalpN5HJb3a28hjhBRwSysyyqSpwVxwCMnkjIB0bL4D2N9psQi1SyeF4oryaVpDE0GAyyRYkC/PuIAXuPm+UA1+iHm2t94fm8Px+GprkWWlTXktm1u/2N7n5WXYzKwY/M7FQxHXPzcn4U8XzT+H9csb1oRBEsM1vcPIzqjKwkBVmy/8AtnjDZ3DaMDIBxfhj4LWl9qX2e7by1Me8eZMsbKM8OCRjb09evWm+M/gDf6PqWoGBHuGgLuwhG5SBjPYYI5zXefC/xUuseIbC/ayuL+0llWwt3eZQkMjFF+YsMKWByuByT164+1vFP7OsGreE9Ru4mMWp2tqwlaIMY+h3AtxvwoBHORuBGKAPlr9jvVL7wPrVnqWmt9o02a5+yXOnFGDb2UEOpY4xw+TnovTkV+qXwx8Zp4N8RQaFfXMS6TrB32B38QT4y0WSejdV+hr8dX0W5+HtraX8d7NYzSSG48uC4wWt2cIW2YDNneSNzcgEdOv6LfAv4mWPjVtPtbm/jlvraxinhuIkYb/3pHl8ggsmMcY9ulAH3VRVDRdattdsUubZmIPDI42up9CO1X6ACiiigAooooA/MD/gq18RYf8AhMtO0CKSGO4021tiJJZnUCSWRpCu1T1CxIT/ALy+or4c1rVvEmsWs0Fu1u2mcWk89mjQxzKef3uW3PtXcMkbguQSAa90/wCChV9ean+1prNhfvDaQSXSMk0khKRxiGKJXYfw8R5Nef8AiDweYvtlnax27ebDDaWFvCI7iW+lLhS8QEf3QmTxuYktj+LAB5t8AfHCfDX4gXNpf6k8GmhyrRqcrKQSAOD1IJHfqQOTx+sfwZ8e6fqi29/pV4J7dkVyscitGEVVyeGxt5XpkfnX47/FHw7aeH9QQ2LyrdWpSG6VvurMqLko3Qruzg89Pevp79jX4zeGrpNWtPEN4h8YXjxxRyaxqcqxXalUVdg2urSKsZI3AdECnOKAPrH9rb9mIfEbyfFPguKztNT8vE6FhbyLGCWDRkbQSD/C4YcADGa+c/hv481jwjrWq2+s6ZcWM7XDPfJeSLG8cgDFyI9qko3QMFwDjacYQ/oF4fmudftrzRL23gkuCrBJJdlxbXEZYHhc5xtbHPfPXAJ+RP2pv2UdYis/FPjWSeRYSuRYW5eZOHJAQgEjAO7GMHcw4xmgDiPFXxS8MWOsSXMFxfRWrKsiywQSSwREBvkeMuoUZHDKmG2nPQmp4/i3p1tFeGJZLzUzBGos7VJR58UgTbOgBDtgBAMH3O0nnwf4eeJPBNx4Om/t2xurDWNI8yVNQt2h8nUY8j9zIjMu4cr8oJzl844A+hvhvo8uveC5rvwVevplrqciNiWCGOaKM7SY1m8yQqoZSPLYMM4UDOcAHSfDezvPGGraobmzt0GmXC2t1b7U8xgqhyjZzhgHyy+/POa9g8C6eg1SYtYzW9oJSkqYUh0x8w+UZVeST+fGcVzngnwH/wAK/bUJ21HUdc1jVJVu5ppvk+fYFUrGAEXhB25x1rqI/EieFJZLqS2S6hjEaL9qbYjSPhQN4GBgsB796APmb48fsLQeIvEep+INBays7WSXz5bWV2SGLex4jwv0J4AGfy8Z0n9nnUpPElrpNv4ctHktmW1uby3s7jiEpkyfORlyAcHA+Y8kKVx+ht14gg8QQQaqYrmz0kyM80d1GwlSRRyoIBDITxz6ZBNR6l4w0TTNIQ/a7QXDyMIVZkgUwjAVcycthWBJ7Zb0BoA+W/F/7A+n+LPAN3Z6VdNa69YyvJpskrGTMLAHypwv3QGD/MOmT1r4us4/GnwV8UXGmy6Wo1Czm2vG6sWViONskZVwCOwYZz0r9avg/Y3OqXl1LNHZ3k2sKzXuoLcZWZAX2NhDt7E4UnBJPerPjb9nHw98RLidpYLG+kjkV3ljVIJWkiJwHdYy7BvlB3v0UY6mgD4E1TUviR8RtT8L+M9Ve21VtS8uOSHTo+Y44W3OjozKC2V3nc2GI5NWr/S/7c8/VvFsd9Lp8N88LW5t/s6+TJIXVnPEaFm3qW4VSvQZyftPwT8H9BtW8WeGrHR77RPJgdmtp7ZfsxLx4WSOQDc3KkFS4PztnrXqK+B9L8VeENctdV0a2iu5LURXP2i3DQyxhMELwTtU5wcZAAoA/K39n3xV8P7GHxJoPimO50vUORYXtu5kiXDkbnj3YkZQeAeCAcYPNfV+h/tYeF9U8L3ehapFqUGtrZXCJd/NHaahGuSs+3cSpYIQQR8p4zg18l/HX4T+HZvEk2veHb+efT7/ACrJZoWAkTaCCr4Kgkgn5mIJ7ZArn18Fy2Gi2S6Mj3rTRtFJJCq4LE7gpYZ+YKQCM8cZ7ZAJfG99BdNqGn20weyhnNwkc7xvGB1JUAkEngcMxwo57D3X9kb4nR+EbbxZK96sF1HpMUem/bAwga4V8Kpc4CZ3gnkcKT0Ga+c73TpbzwbqNu6XWnXQu1XzJi4jXKECOQ42qWCkjJz8h4x09j/ZH8ZXPhW+1bT9TS31uK+SJY7JJ181/mCllh2nzAqqScc9B9AD9cP2WdYvNb8A3c97C0E8d35TRyEM2fLRs7gzBgd/BB6ccEEV7NXjf7NWu2+seGrhLUBLeBYkSI/K64BB3IcFDxypAIOQRxXslABRRRQAUUUUAfkV/wAFUvAJ0n9orRdelLJY6tp4ZTggNMhVNuQOOqk5/H38V8R/Dl9DmYCG9ubW6+zXWn/YC/mJHKWaRWQOTGVaSLAYr91e5Nfod/wVJ+D83xA+CNj4isFI1Lw3difKY3tC+FZQcjHO08HtX5w33iu48U+H9PkstKbV/EKgw3Us0hCsgBjIyZQPLMaqXL4wTkDksQDivirpcNxJeJ9omjS6DXEVvfBDcGSPMZV3BJfB6dPvHrjNeFfZ57GYMBJDNGQwPKsp7Gvsn4X/ALJfjn4mzRajfX0OlWFzNOoYO13LFLG6HGMgAOXG1i+Sq56EE+66H/wT68CaTc3tvreoaldXFygxcHaIxlMsyopGCDnhiwHoetAGf+wr8evF3irw/pOg6tZLPp1uZLO31Q3HPCIVTbjPmDG7LHpnA4+b7H1KHWdU8B+KvDNzctZvcJJFaX80+5iGyyyYI6DJzkjheK+D/FPi5Phr4sk0zRbHTYJdKvI49MuNO3xG6AQIBIu4q7CPaBIm7PIyn3T9d/Dv4uaP8c/AbxWWr2819JbmLUI7eQie2nCgF4yGYFN2SAcjgZzQB+VP7RXw3f4W+LE07+0YNQ+1Bp5BayLIsTMxVkBBJByM4PIBHA7/AFd+wXo03h/QdRudSv1m0u6aMQ2cdq4kbd8qSGbjJ4YbAeP+BA18c/H7wrqfgP4iXmh3csrxWcxRJyCils8kAkjOcZ6V9K/sg/HS9XQrXSDJdyXlteQWz3Age5h+zMAAJGWQeT8sZVTsPOOcAigD7O+IlvqWnaHNeaHarrTxxboLfI808ckZKhmXGcblJxjNfN/ij4+ajfeE7211HR7pfEFxaBoNPjs8mU7tu4rvwqLjLMXGB0FfR2m+MrW48T31oniKPV7JobjyYGMZdZhtkAYR/N8qyEcDICKcMScfNfij9nLULjxNpg0bxTHP4fnuJ76K8+07RAZA4jtkHDlzt5fjGD1IxQB6p8P/AImW/wDwjdlJcalNHaTxCWHOZAq43SKhQjnAB25PDdOtee+LviNomveKLu1s5ry217TDNaGGTiNVAQh5AfnDqMqMgt6AZGdD4A/DvU/AupeIvDPjdItR1y6mbUtFlS6ab7WI0HmKHYg4GVyGUbu+ccYeuX3hzxh8Wjd2drLpt5FHHpr/AGqP7PctdICSkgWQNI53/eDYODydpoA9Y/Zx+JGnaH4um0G3hvPPkto7h4NQmiDbXU4dBuDbRgjhSPmXnrj6K0O9TRtevbt5beWKZzKvkwAZGQp3EHr05zyD0r5T1bxJoGualD4Y8VaW2ny6RbiZNat5JVktQQ/lPFcgb+VDZXlPlwc9KsaN8Qruztz4budYe8jt0jhsY5rpbWe/tQ23cAFAYbWBXaobKnnGKAPrTXPFnl30F5bWk2qi4eOCdbEB4syOF3NnO3YFYkHsfpXDfGnxNJpfhfVItH1S6tpeUjFrYtfFQSAXEasGZBkK3YA15n8APCmofD3xh4oufEHiY3U+oeZeW+m288kpSNTj5E++WCgjYhwAOlfREf8AZHiLwzNLqtpcbtUje28uZVJk2sUxhDgBhyV/MZyKAPz5vNb8HfFTwLq+n6bY6PN4psYL22i2B7a4i3SmXzI0kzIGXe+dpw2HGM4FV/2ZdG0XwNquh6hpesLruqyJMbhpplK28hAZmZceYg25Db8HKDjqw+a/2m/hjrH7O/xmuY45IltJpDcWlxar5YeNuWjIB3DGSp55Heu3/ZH+FM3jzVP7f0+8Wzg0wP58bxNMZmbjy2UclWB6gnABzQB+jPxy+Adt8ZvhzAt7Y2+mwAi6u5tPtEa4nRYmHlqxBYAE9gT0xXwF+zz8BPE6fHCw0/UfDmqQadayqq3FxFNZxSKCdrguABkfMQMEZ6g8H6N/aM/an1r9ne68M+HrKS2jv5rZ31OFpGMUfQBkXG5TkMQCcHjk4rhPGX7aHjfw60cWueGNI1myvy8tpfaVcvGJJAnLIGAJUEL6HnPJ6gH6R/s++FbnQdL1e5uEs4vtN0yrHZSF0IVm+YnavzHdyOxr1mvlP/gnr8YvEPxq+Geq6zrdsltDHdrDbiFQIzhfmK8nv6+gr6soAKKKKACiiigDmviT4Mt/iH4B1/w3c/LHqdlLbB8kFGZTtcEdCrYI+lfzz+LV1z4f+PdQgY/2ZqiXktnMqgr5UiNhuD0ycEjHf6V/R7X5B/8ABWj4JW/g3x5a+LNPtGitPEjPcytHHhFuUSNXPB+8wCsePU880AfPE/xY+JPwMUXD6pci3vGW8tGstQjktjG6MqFlTlGA6BsH5QCowK7C+/4KBavHLa6hdWB1HWbeGN4ZInjtxFJnkgpu425UqeDk5Axx80rqWr+MNFhsbiWaaG1jKnfIzKEUlsKp7/MenqT3JrRi+GkcUT3EguJIFPMzRgdQQD97+8Mc9+OuMgGt8Xf2kNT+LniJtVvNItrJxtMfkyNvVh1csNo3HjJCgcDAFd/+yG8HjL4s2UMl1b6dBOjDUQ9xJBuQMuWjKFcyFTICM4Kl8rgE18963pQ0+xtZFUbpA2XVgR15BHUH6/146T4P+JJNB16byWiExgle2aSTyiLgIREVbIywJ+6cg8ggg0Afpl+2R+xjqXx202fxD4dm8vXrCF8aTIp2yqoyWjZWZdz4GF4HXJzxX5d+G/EOqfC7xPY6hY3TWmo2lwsrxAElGRuA68c8kYz6g1+mnwr/AG/PDGstPpusX82napp+yO2mhti/25NuW/d9QSfU4y3Gc4r89PjhrFn40+KnifxDoenhLG5vpWRUiwCMk7j1+Zh83bknigD6C8H/ALWtl4otfI1a8mttauLb7G9xcOPskMJkDSBEwxUsoUYAHQZYgcfQPhH4laZaeF7DV9G1aXxVpUMsllf31tHbtbQcxFWliBRkjIJC4QAE4wRyfy6sNPbVtUhtrTKmZsHHA6c/h1r9AbO38EfDP4Uu+ia3rXgbxj4ehW6udPS4mhj1ExRtuTcwjSfdtPKjnzc4IIoALH9rbwJ488Xalpd5pdwmnQSCa01Ka/8Asq+YjcYgXMcec878q3BcjGB32iXEfxr1HxB4Z+xaho15DLDq8OuWcSXEU7SqzRO/7wucFW2ljwqoeBX5i2erSaXqzzWy8yFtyrlWHJ4HOelfZf7C9/rn9pan/pkFtc/b7e7nj1KB3xGgKuEYMPLLI38WQ20DHGaAOc1LxR8Xo9W1uHVdHS6vNPVxdWcCxuPLhKjCAEq5CnouWHJGDk11/jjwTfaTZ+F/Fnijxe2mf2ldJBIlrvhS3nEavColMZO8hSSxLDO0HAwR9n678O7XxZpC376Za3Fz57XgaxQRyQytjc6sQHDFQpwV5OM5xmvmX9vyy0Gb4T6FZPp2oW2qWMnnxag+nOJpQFZQjswTCk5ZiqnDEcUAZHhfxxJ4f1TRpdDk1K606CVmu7m4vpDdGRXkKRNtl8suymNNysQVOQp4r0TR/HWufFaGHXdN1XVtPC2gtLrwzaXMP7m5YNl4i7xopDEnIJYEKccEV8S/CHxJ4r8/TZNGvobQW4ZRLJNDI33SGjMMh/egjogH3iPXn0S/8Q6pZ6wZv7TjGn3LPewahfx4Z48OdjPtzvYkDKj72ccc0AeRftJeLNd1rx1c6TrGsTaymlyNCks12Ln5gTvxJ/F824bsDOAcc17l+w94wk0iGe3WBtr3oybPy1nRTHyzF3UbSVRc4/i/L5N8XXU15r1xNMd7lslueTnk+/1r2f4A6aNX1i3tbeTUbeUbnlSG5IjKnadwC4w6gE8E59PlwQD3X/goxo7+Jfihod3Y2z3l5JpUQnt3P3mLOyj5erY7gnIGOgBr5Fdb2ZYo7ua4KQuES2WR9i/wnA/DGcjpivpX9qC31TS/iRbWt9cywLbWlnaS/ZEKyTwrEuGCBiApx904HAOOgHE/B74Xaz4p8dWn2Tw7da9p6u01xNCrRK0K4MiiULw+BjA7tg96AP2D/Ye8A2Xw/wDgLpltZaY+kR3c8l0bKR2YxFiMr8zMQM54LHGep6n3+ue+H+lwaP4N0q1tizQJCChdtxwTnk9+tdDQAUUUUAFFFFABXhf7aHwXPxy+APiHRba2W51e1T7dp6bQS0qA5QZ6FlLL25Ir3SigD+bjwHeN4F8ZSWd/al495Sa1uPlSTB6HKkgggHIGRt4IzkeyeEdDuvGWvRaVpbNNDGsZuFiOFCnbE6feIGeXzlvUDtXon/BVL9nM/DX4tJ4x0i1EOg+Ig1wxjQhIroYEqcf3gA/1Le9fM3wB+JEPg3x5BPqF1LDY3WYJmDbflf5TgjI6E9j374NAH0P8Rv2SHaObUfCto2u6CyBkaZgJInXcJFQY3AFsAehHUAcfMXij4HyadPKmnXqzlFRgsoCh1Zd4IbJHAyOv8J9DX2z8Zvi7Fr3w/H/CP6zKdTiuhCy2N5IzzxkF2EpVQCucNlenAGdzCvmdtctpo9P0jVtNXSII9q6neuHmup4fMDiJUyAFB2gAc8ZJwMAA5HwX4Tt/E19Iuua7JpYjQypffZFEm6Mv+5OHBfK8gHL4CADFQ+OF0tluYtL8mCJYBEXhkdkldNuWAfkAsN3PI3ehxW9DpaQ6UtjaTOunzyfazp4uBtbbuAf5iASuSoAycZ4wRngfiQ3l+U0QswWbYWslEe4bRyQOPmOcgZAI7AigDtf2Zfg/pnxU8V3ceuXF7DpkNlPLizwXkdQMAjOSoLLx36Dvj0b9om8fw34Js9Jt/FUtxbNKlmmk3Fmu+GOKJA8qyHJTcyncqNyduecgcX+zn+01rXwjWC10Xw9BqLRztLLIwZzLu2YDAtgYKcH36VD+0V8XtO+K3jj+2rPR206zmjXZ9uld7gAjBDjcVRQQdqx4AGO9AHhcjrfarvwtoGIYeVuIU4HPJJ689a+p/wBlfw5p3iHxREP+Ehv9G8ReTuguLObJuJAxJR45Dtc7AcqDknHHBNfKcalrpmjC/KWfYxxwOe9fWv7Oq6fY+HYILyCwg1zUpYJrOe8tXHmQo5OUkd1AchZUAUfPnuQAwB9geEdS+JXgbx87zXs13oGos0kVrIsUdxExRny5JO9Qzqm5WAJVeBjJ8l/4KReLfEeuNoOi3Vr9jtJLFruEK6kDJwV3bu3Hsc98Cuy0Xx74XbxdbWCabqWl3Cs8MTSW0r2+9gcFFkVn2k/NklQcbjwOOC/bM1DS9I0Hw/bxeIJtT1RYXsrhLqJpGihwCiyqFG7HysOM5API5oA+I/AsMOl3/wDxMI3MOQjsqBzGTkBvvDA4POeoHHGK981TTND0P4dT6v4Z8XMYrt47WXSLmVpFuUEaM+9QT9yTjJAC7iQR0rh9P1W2uNHhs/IaGHIvJIWQG2R2QKzjknLBR8pxy3GOh6yz8XWl3DJod7pkNvDfJK6X+h3LNDEzxqXjeMhiw3LEGZSpVSQOSaAPnLVNajuLxQtsYSg2MGcOM/xEccHOTX2P8E9J0fwz4J0HVY47W51YxvdMTBgxxllXeXwFyrRq/LDlicjmvibUpC2pXMrjDPI2QoK459O1d14a+OGr+HdLj08g3UMO8wI7/JExXG4IQVboOCMEFhjpgA/ReytfAX7QnxG1K88aa3YWWnWtrHY6VZwCIXWoSRxI8ryy7egL8RoQ23J45r3fR9P8HeF1i0/QbKeR9sUFrJHH5SLG5AWKIjBUblz0wN1fkD4N+NHiyzvIbPTJ2gkMzS25htopHicoU2xbxhCQQCw5/Kv2f/Y/+C+tw+HdC8WeNZL6W9Wyha0s9SlaSdJCuWeVm5O0khVwMcnr0APqDSbMafpVnagYEEKR4+igVboooAKKKKACiiigAooooA87+PnwZ0j49fC3W/B+rooW8hP2e4PWCYcpID7MBn1GRX89/wAZPhHr/wAGfHep+GtbtmtL6xuGi2q3G4c7lbHKnIIPcEetf0qV8u/ts/sXaV+0x4ZfVNLjhsvHlhAVs7p/ljulBB8mU/ntb+Ek9iRQB+bP7O/xkS6+FI8FWC6emsLJI0j6pdLHHJbNGfNjAOGMgYK6hGGdgBHFT+E/hXpPinUI9PvdXgh1tgt1I2oxvHI24w/f7r95sZXB3cFj935c8b+A/EPwp8V3Wn6tZT6Pq+m3DRPbyDbLDKDxnHHTDA9CCCODXY/Dr9pzxF4O163u7yT+0Y1XyWaTG5I9u3C+g4U4HHHYnNAH0p4o/Y9u9W0eyudKuobuyjfYPsThiJ9oDddp6qOp7npXm3jf9kvxFp6x3GpiO1ka4EUCzSqXdsg7R+8IBKnP4CuK039q/XdL8W2tzpU+oSaVG7n+yb+6NxAFJ3EKu3C85Py49tor13X/ANson4W3dn/wjdndCO4ZJLK9jJSFXUgPCytvRgzEDex4GQPQAi+C/wCwr4gh1RdU8Xac+m6bbMsxZmMkc0SspKny23BWUHnBOcYrjfi18Knk8WXFnb+ILfWrXzWa3xerJOUzkqS2Dvxn1HHejw7+3t4l0HSIdNtIf7Phhs0s4ZH/ANKa3XLFnjDkc/cwD/cXnIycrVf2hdE8XBr/AFOOFLqcrHdWv2faWyQQ/wAqgOBzkEg5OQM5NAHl3/CJ6j8PfHkcN7ZXFqiA4+1wlxj7rEgLyAd3B9ME96+mbfwH4Z8b2uh6FbajBoF1YWg1KDxBKgjgaSWQDyMFRvAO0jaxwpPQ7kryjTf2grHR9LuNKWCFdIkYRGOGJfMkQF85Yg4DB+ccnYvXHPongn9r3wPY6Bb6Jr/hE65bxKfKW6WCOMHf3KRrv+QLjcoIKnOc5AB6hNdeO9N1DwHrniDwnb3kN5IB/bOnSCUzzsy/Zy2/IEeArADht33critH9ob4N+NPG2vWDXUsGq21qYYfNhhW2GHA2jaGYKPmbLf7JB7Az2H/AAUI8LaFpdjpy+GyNCdFEUX7kGP5shhHuOAcZBLDB4wMDPbeOP2xPhzqnw3XXtGg03V51my1hcXSRzqhwrl1kGVILgjYCOOvXAB8z2vw/wBW8MpqOkSaG15byWphnNpJEsSRyMEw+Ebe+4bgMBgeg4BHlh8P21rGsGnWyxzlGVMzyovnbgCSoA25UY+9t4GeuK+uvGX7bXh7R9Ls/sVnpd3pd3EoubSIySgFlOd4wo7N8wLZ6Y71xmoftEfB7xJeNeadb26Xz2Mk0FtqemiSOG5VCVjYkncp2qMEbQD7nAB4BqH7OeseMtAtdc037LLILR5ruzRnSSN1faEAZcMW42hckncOoGfL9P8ADNvPqlxo1vb3E+qyTrFbQpl3dtwG1QB8zHJA9+nWvsrWvH0nx6tdA8D20O3XdUWNZrXSLT7KJZVLH92z42qU5IwVGc4zwv2r+xp/wTz8OfAVovFfiSGPV/GMhMsMcjebDpob+GMlRufHBfA7gAAkEA439hH/AIJz6X8L4rbx749shc+K51WWz02Uq8enrjOTjgyH17dvU/fyqEUKoCqBgAdBS0UAFFFFABRRRQAUUUUAFFFFABRRRQB89ftZfsa+Fv2oNCEszLofjC0iKWWuRRBiVznypl/5aRn81JJU8kH8Yvi7+zf4x/Zt8ZXWleMfDQ+zNuMc5UvFdRg8yW8qgBuo4OCMgMoJr+iKua+IXw38NfFXwxdeH/Fej22taTcDDQ3CZKns6N1Rx2ZSCOxoA/nPvvh/pniKSwvPDs00dpeSJA6sm4xOxAO7kYHJ6cf09c0v9lvU7C1tHg8Spc3H2kLFCyJLASpDr0Zxk/ewRggEdeD9A/tRf8EuvFvwzmufFPwpuLrxPpURM7aaqgX0GOMBRxNwT8ygNx93vXzP4M+NjeH5dN0TxfptxNHZ3DRXtvdgq4Uvl+wYEE52ZxwBwM0AYGo/s66potjFqNxZC4tpoGkjVZ18z5WIZ8dwAuTjIG5fWvMtU8HTaZrkFksq7J5NsUhB5XI+bGAcYOelfpn4Vm03xtoy6pYP9rs5ZQqTMCiOxbHGMkjKj7wI+XNfDn7QHw98V2fxGvpF0q6GlW+5oL5YcRCIsWyXVQON23J7ACgD3j9lL9kHw58SvDepJ4gluUbztiTA+WjquCdmUOQWUjcPm4IwM18x/HT4On4XfELU9FgZ2tEmb7O0gJLR7iF6gE59cdjX1T+wN4+1bSdSNvc+IIzEw2xWt1MDIGJO90BH3cYOM8nPvWr+158KdbvNYn10I2r2qyKsN07OXjBOWVcEggsV/wC+j05oA+AodDvLhgrPsHRfMY4PoBWzpXw31LV5glnIk7NIIkWNXJf3HHIzgYznkV03xK8Mz+G7OxL28ii7RSkhgeNTgkt97qQeMjg4+tfSP7M/xq+GnhGztLXXrSbT9RxCUvmjDxkpgHdtAwCCT74AI6UAfNknwH8R6fqVjaarDNYyXRVYo5IzvdScAoP4gRnpX0v4a/4J/XWv2ul2ugh9Y8Q3dq3mGO5MaWkoYBhNgfuwFPfknPymvv7w14Ltv2ofDXh7UtP0GHSdAjImXXr63DSuCu1vs0LDG4jIEhyo6jd0r6Y8A/DrQPhnoMek+H7BLO2X5pJPvSzvjmSRzy7HuTQB5V+zL+ytpXwK8O2T38q6z4mWJUlvmX5Y8ZwqDpkA7d+AWxnjoPeqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAryT41fsp/DD4/Wsi+L/AAta3V+Vwmq2w8m8jOMAiVeTj0bI9q9booA/MTx1/wAEz/iJ8Hb651r4NeKl1zT1Ic6HqTmC4dV/hDZ8tzj+L5D6Cvkj4nfFL4o+H49T8KeLNAuNNkddl1Zvbm2kfqNxQqv3hj5gvOBj0r98q53xp8O/DHxEsUs/E2hWGt28eTGt5ArmMnglGPKk+oIoA/ni8P8AirRfD95Z39zpGq/brOcSuUv1h3cDaADGdjAjqd2Rjgda+ok/bM03VfDdg1hHqGn3FoRFd2N/Ot5HdwlvmG4qvJUEEllKkgAMDkfoxqf7AfwK1V90vgpkO/efK1W9UE/9/untU2n/ALBvwL0tWWDwFZ4b73mzSylvqWYmgD8yNX+Lvg/4na8iaT8PL/xPc6jbra2ujs/nCGZCxXy4405YbhuXLZz145+kf2Sf+CYzQ6za+OPi/Z2sYJFxa+DIhvjR+CrXJyV9/KXjpuOMpX354H+Fng74aWv2fwp4Y0rw/EVCt/Z9okTOB03MBlvxJrqaAI7e3itYI4IY1hhjUIkcahVVQMAADoAKkoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | ASR 9 x455 0903 Mønt af sølv eller kobberholdigt sølv
Sceatta, Continental runic, møntnr. 33, degenereret portræt |
![](/grafik/intetbillede.jpg) | ASR 9 x456 0903 Mønt af sølv eller kobberholdigt sølv
Formodet korrosionsskal af sceatta. Bestemmelse umulig. Ved indlevering sølvholdigt 'indhold' som ikke kunne reddes. |
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) | ASR 9 x033 0903 Mønt af sølv eller kobberholdigt sølv
Penning, ansigt kan anes på den ene side. Formodet ansigt/hjort, Malmer KG 4, 5, 6. Ribe Studier 9.55 |
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) | ASR 9 x048 0903 Mønt af sølv eller kobberholdigt sølv
2 penninge, kittet tæt sammen. På den ene side ses et ansigt, på den anden anes en hjort. Malmer KG 4, 5, 6. Ribe Studier 9.58-59 |
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) | ASR 9 x048 0903 Mønt af sølv eller kobberholdigt sølv
2 penninge kittet sammen. På begge anes hjorte. Malmer KG 4, 5, 6
Ribe Studier 9.56-57 |
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) | ASR 926 x053 0903 Mønt af sølv eller kobberholdigt sølv
Penning, KG 5-6 Ansigt/hjort, Ribe Studier 926.2 |
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) | ASR 951 x036 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas, Porcupine, Ribe Studier 951.5 |
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) | ASR 951 x045 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas, Porcupine, Ribe Studier 951.12 |
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) | ASR 951 x045 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas, Porpupine, Ribe Studier 951.13 |
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) | ASR 951 x044 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas, Porcupine, Ribe Studier 951.25 |
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) | ASR 951 x034 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas, Porcupine, Ribe Studier 951.3 |
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) | ASR 951 x034 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas, Porcupine, Ribe Studier 951.4 |
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) | ASR 951 x050 0903 Mønt af sølv eller kobberholdigt sølv
Sceattas, Porcupine, Ribe Studier 951.22 |
![](/grafik/intetbillede.jpg) | ASR 1075 x003 0903 Mønt af sølv eller kobberholdigt sølv
Mønt? |
![](/grafik/intetbillede.jpg) | ASR 7 x1326 0903 Mønt af sølv eller kobberholdigt sølv
1 sceatta |
![](/grafik/intetbillede.jpg) | ASR 7 x1327 0903 Mønt af sølv eller kobberholdigt sølv
1 sceatta |
![](/grafik/intetbillede.jpg) | ASR 7 x1540 0903 Mønt af sølv eller kobberholdigt sølv
1 sceatta |
![](/grafik/intetbillede.jpg) | ASR 7 x1585 0903 Mønt af sølv eller kobberholdigt sølv
1 sceatta |
![](/grafik/intetbillede.jpg) | ASR 7 x1698 0903 Mønt af sølv eller kobberholdigt sølv
1 sceatta |
![](/grafik/intetbillede.jpg) | ASR 7 x1786 0903 Mønt af sølv eller kobberholdigt sølv
Porcupine sceatta |
![](/grafik/intetbillede.jpg) | ASR 7 x2311 0903 Mønt af sølv eller kobberholdigt sølv
1 sceatta |
![](/grafik/intetbillede.jpg) | ASR 7 x2408 0903 Mønt af sølv eller kobberholdigt sølv
1 sceatta |
![](/grafik/intetbillede.jpg) | ASR 1375 x151 0903 Mønt af sølv eller kobberholdigt sølv
Fragment af dirhem, ca 1/4 mønt |
![](/grafik/intetbillede.jpg) | ASR 3M70C x3 0903 Mønt af sølv eller kobberholdigt sølv
½ mønt, Niedersachsen, Grev Dietmar (-1048), Dannenberg 1291
FP 7027 |
![](/grafik/intetbillede.jpg) | SJM 348 x424 0903 Mønt af sølv eller kobberholdigt sølv
mønt, ukendt datering. Ø 1,6 cm. Mulig blanket |
![](data:image/jpeg;base64,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) | SJM 804 x001 0903 Mønt af sølv eller kobberholdigt sølv
Otto Adelheid Pfenning OAD. 1000 årene. Bukket sammen. Tempel med 1 cirkel. |
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wrY6Badmm0UgH06mU4UiRaKKKQhadTaUUEi0UUUhBRRRUkiilpBS0AFLRRQAUUUUAFFFFABRRRQAUUUUAU/Jk/u/rThC/8Ad/WrVFXzMvmZX8pvSjym9KsUUuZhzMriNvSnBG9Kmoo5hczIth9KXafSpKKVw5mR7T6UbT6VJRRcVxm0+lLtNOoouFxu00bTTqKQhoFLS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==) | SJM 679 x019 0903 Mønt af sølv eller kobberholdigt sølv
Dirhemklip
Kalifatet, Umayyade?, 700-750, slidt randfragment |
![](data:image/jpeg;base64,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) | SJM 832 x004 0905 Anden genstand af sølv
To små samhørende fragmenter med rester af ornamentik på den ene side. Først anaget for dirhemklip, hvilket næppe er tilfældet. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D04833 1100 Bly/tin
1 korroderet blyfragment. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D03913 1100 Bly/tin
1 stk. bly, halvmåneformet - støbeaffald? |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08137 1100 Bly/tin
1 sammenbøjet stump blyplade. L : 3,3 cm. Br : 2,0 cm. Tyk : 0,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08154 1100 Bly/tin
1 stump tynd blyplade af uregelmæssig tresidig form. På den ene fladside ses svage spor af indpunslede korte streger ordnede i uregelmæssige rækker. L : 4,1 cm. Br : 3,7 cm. |
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) | ASR 1077 x010 1100 Bly/tin
Blyskive. Flad, uregelmæssig. Ikke blylod. Ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 7 x1820 1100 Bly/tin
1 blyklump |
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) | SJM 1088 x133 0708 Skjoldbule af jern
Skjoldbule af jern. Rusten og fragmenteret. |
![](/grafik/intetbillede.jpg) | ASR 2087 x011 1100 Bly/tin
|
![](data:image/jpeg;base64,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) | ASR 2327 x1531 0906 Brudsølv, barre eller råmateriale af sølv
Sølvstang med hugspor i begge ender. Cirkulært tværsnit. |
![](/grafik/intetbillede.jpg) | ASR 2360 x101 1100 Bly/tin
Se RX10 |
![](/grafik/intetbillede.jpg) | ASR 2360 x051 1100 Bly/tin
Se Rx1.1 |
![](/grafik/intetbillede.jpg) | ASR 2360 x125 1100 Bly/tin
Se RX2.2 |
![](/grafik/intetbillede.jpg) | ASR 2360 x124 1100 Bly/tin
Se RX3.2 |
![](/grafik/intetbillede.jpg) | ASR 2360 x009 1100 Bly/tin
Se RX3.2 |
![](/grafik/intetbillede.jpg) | ASR 2360 x134 1100 Bly/tin
Se RX6.2 |
![](/grafik/intetbillede.jpg) | ASR 2360 x119 1100 Bly/tin
Se Rx6.2 |
![](data:image/jpeg;base64,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) | ASR 5M74D D03491 1102 Model af bly/tin
1 miniature torshammer med sammenklemt, hammerformet hoved og ombøjet spids. På hver af hovedets fladsider ses to krydsende linier. Længde 4 cm. |
![](/grafik/intetbillede.jpg) | ASR 491 x153 1103 Vægtlod af bly/tin
Tabletformet cirkulært vægtlod, ca. 2,3 cm i diameter og 0,4 cm tyk. |
![](/grafik/intetbillede.jpg) | ASR 419 x007 1103 Vægtlod af bly/tin
1 vægtlod af bly. Konisk. Diameter: 1,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13136 1103 Vægtlod af bly/tin
1 vægtlod(?) i form af en cirkulær blyskive, hvis kant og sider er beklædt med tynde bronzeplader. På den ene sideflade har bronzen helt løsnet sig. Den modsatte sideflade synes at fremvise flere concentriske furer omkring en ophøjet centrumsflade, i hvis midte en gennemboring af stykket anes. Såvel blymassen som det omgivende bronzelag er stærkt forvitret. Diameter ca: 4.5 cm. Tyk: knap 2,0 cm. |
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) | ASR 1085 x039 1103 Vægtlod af bly/tin
Tøndeformet vægtlod uden vægtmarkeringer |
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) | ASR 1085 x040 1103 Vægtlod af bly/tin
Cirkulært vægtlod uden vægtmarkeringer. På den ene side et fint indridset kryds |
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) | ASR 583 x0191 1103 Vægtlod af bly/tin
Vægtlod
|
![](/grafik/intetbillede.jpg) | ASR 9 x311 1103 Vægtlod af bly/tin
Vægtlod. Fladt, skiveformet. Tre indhak på den ene side. Vægt før kons.: 4,7 gram |
![](/grafik/intetbillede.jpg) | ASR 9 x129 1103 Vægtlod af bly/tin
Vægtlod. Cirkulært. Lille kantvulst på den ene side. Fem runde gruber i denne side, anbragt som på en terning. Korroderet i den ene side, vægten ikke komplet |
![](/grafik/intetbillede.jpg) | ASR 9 x392 1103 Vægtlod af bly/tin
Vægtlod. Cirkulært, med seks, evt. syv halvmåneformede indstemplninger på den ene side. |
![](/grafik/intetbillede.jpg) | ASR 9 x379 1103 Vægtlod af bly/tin
Vægtlod. Cirkulært, med en central grube på den ene side. Vægt før kons.: 1,10 gram |
![](/grafik/intetbillede.jpg) | ASR 9 x068 1103 Vægtlod af bly/tin
Vægtlod. Cirkulært, med tre uregelmæssige hak/fordybninger på begge sider |
![](/grafik/intetbillede.jpg) | ASR 9 x072 1103 Vægtlod af bly/tin
Vægtlod. Dobbeltkonisk med to plane standflader, på den ene en svag firkantet indstempling |
![](/grafik/intetbillede.jpg) | ASR 9 x307 1103 Vægtlod af bly/tin
Vægtlod. Cirkulært, med vulst på begge sider, samt halvkugleformet knop centralt på den ene side |
![](/grafik/intetbillede.jpg) | ASR 9 x363 1103 Vægtlod af bly/tin
Vægtlod. Dobbeltkonisk. Med fire helt små indhak, placeret som på en terning. Vægt før kons.: 4,60 gram |
![](/grafik/intetbillede.jpg) | ASR 9 x363 1103 Vægtlod af bly/tin
Vægtlod, cirkulært. Ni indhak, placeret i tætstillede grupper af tre |
![](/grafik/intetbillede.jpg) | ASR 2087 x007 1103 Vægtlod af bly/tin
|
![](/grafik/intetbillede.jpg) | ASR 2087 x010 1103 Vægtlod af bly/tin
|
![](/grafik/intetbillede.jpg) | ASR 2087 x011 1103 Vægtlod af bly/tin
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) | ASR 1021 x031 1103 Vægtlod af bly/tin
Formodet vægtlod med korsformet fordybning på oversiden, ellers cirkulær (Ø: 12-13 mm) og plan standflade. |
![](/grafik/intetbillede.jpg) | ASR 440 x0812 1103 Vægtlod af bly/tin
Blylod. |
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) | ASR 1957 x007 1103 Vægtlod af bly/tin
Tabletformet vægtlod.
Diameter 17mm, højde 7 mm. |
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) | ASR 1957 x008 1103 Vægtlod af bly/tin
Vægtlod, kugleformet
Med plane poler.
Diameter: 11 mm
Højde 8 mm. |
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) | ASR 1957 x010 1103 Vægtlod af bly/tin
Vægtlod, tabletformet
Diameter 13,5-15 mm
Højde 6 mm. |
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) | ASR 1960 x022 1103 Vægtlod af bly/tin
Vægtlod?
Fladklemt kugleformet, noget ujævn overflade.
Mål ca. 17 x 11 mm. |
![](/grafik/intetbillede.jpg) | ASR 872 x073 1103 Vægtlod af bly/tin
Nærmest tøndeformet vægtlod, evt. med jern igennem - afventer kons. Diameter 22 mm, højde: 14 mm. |
![](data:image/jpeg;base64,) | ASR 1991 x020 1103 Vægtlod af bly/tin
Tabletformet vægtlod med fordybning (markering?) på den ene side. Diameter: 8 mm, højde: 5 mm. |
![](/grafik/intetbillede.jpg) | SJM 257 x091 1103 Vægtlod af bly/tin
Vægtlod i bly, konisk. Bunddiameter: 1,8 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x015 1103 Vægtlod af bly/tin
Tabletformet vægtlod. diameter: 1,9 cm. vægt: 19,3 gram |
![](data:image/jpeg;base64,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) | SJM 679 x017 1103 Vægtlod af bly/tin
Vægtlod. Konisk. bunddiameter: 1,6 cm. vægt: 21,5 |
![](data:image/jpeg;base64,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| SJM 679 x018 1103 Vægtlod af bly/tin
Vægtlod. tabletformet. Diameter: 1,1 cm. Vægt: 5,9 |
![](/grafik/intetbillede.jpg) | SJM 3 x0815 1410 Halvfabrikata, kam mm.
Forarbejde til kamskinne, højre side til stede, venstre side knækket af. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09904 1111 Barre/råmateriale/affald
1 blybarre, aflang med flad underside og hvælvet overside, hvorpå aftryk af tekstil. Stykket er den anden afrundet og smalner herfra til mod den anden, afbrudte ende. Længde : 8,1 cm. St. br : 1,8 cm. Mindste do : 1,2 cm. |
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) | ASR 1357 x173 1111 Barre/råmateriale/affald
Smelte |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07232 1111 Barre/råmateriale/affald
2 koralstoklignende, udfyldte klumper af smeltet bly. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07349 1111 Barre/råmateriale/affald
1 stk. smeltet bly af uregelmæssig, flad tresidet form med opbøjede kanter ved to af siderne. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0212 0309 Klæbersten
2 randskår, 8 sideskår. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0212 010701 C1 gods-side
Det ene skår gråt, det andet gulligt. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0212 040102 Vævevægt uden ornamentik
Flig af yderside. |
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) | ASR 2321 x275 1107 Tenvægt af bly/tin
Tenvægt af bly. skiveformet med centerhul. Diameter: 22 mm. |
![](/grafik/intetbillede.jpg) | ASR 2165 x13 1111 Barre/råmateriale/affald
Kugle, ca. 6 mm i diameter. |
![](/grafik/intetbillede.jpg) | ASR 2165 x13 1111 Barre/råmateriale/affald
Pladeformet stykke ble, 2 kanter afbrudt. ca. 3 x 2 x 0,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 2165 x12 1111 Barre/råmateriale/affald
Smeltet bly i forgrenet klump. |
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) | ASR 1906 x133 0309 Klæbersten
Klæbersten
Meget nedbrudt stykke
Smuldrende, i to dele |
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) | ASR 1906 x066 1109 Projektil af bly
bly af kuglelignende form
Projektil? |
![](/grafik/intetbillede.jpg) | ASR 15 x062 1111 Barre/råmateriale/affald
Mindre, omtrent trekantet blystykke. Største mål: 2,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 2360 x132 1111 Barre/råmateriale/affald
Se RX2 |
![](/grafik/intetbillede.jpg) | SJM 348 x049 1111 Barre/råmateriale/affald
Klat |
![](/grafik/intetbillede.jpg) | SJM 348 x209 1111 Barre/råmateriale/affald
Rund smeltekage af bly, som måske har aftryk efter bunden i et drikkebæger af næstenstentøj (mulige synlige drejeriller) |
![](/grafik/intetbillede.jpg) | SJM 348 x362 1111 Barre/råmateriale/affald
Smeltet bly |
![](/grafik/intetbillede.jpg) | ASR 15 x127 1111 Barre/råmateriale/affald
En lille stump blysmelte |
![](/grafik/intetbillede.jpg) | SJM 1160 x0212 01030202 A1 gods-rand-indadbøjet
|
![](/grafik/intetbillede.jpg) | ASR 15 x094 1106 Sprosse af bly/tin
To småstykker, største mål: 3 cm. |
![](/grafik/intetbillede.jpg) | SJM 348 x057 1105 Plombe af bly/tin
ø 15 mm. utydelige spor af præg på den ene side |
![](/grafik/intetbillede.jpg) | ASR 491 x154 1107 Tenvægt af bly/tin
Tenvægt af bly |
![](/grafik/intetbillede.jpg) | ASR 491 x155 1110 Anden genstand af bly/tin
2 stk. bly |
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) | ASR 1357 x036 1111 Barre/råmateriale/affald
Pladeformet blystykke, ombukket. spor efter udhamring eller bøjninger. Største mål ca. 4,5 x 2,9 x 0,4 cm. |
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) | ASR 1000 x007 1100 Bly/tin
Blystrimler |
![](/grafik/intetbillede.jpg) | ASR 9 x218 1110 Anden genstand af bly/tin
Bøjet stykke blytråd i to stykker. Mål hhv.: 2,2 og 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1361 1110 Anden genstand af bly/tin
1 blyklump i tre dele. Største mål: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 621 x106 1110 Anden genstand af bly/tin
Pladeformet klump smeltet bly, hvis ene ende er sønderbrudt og foreligger som 4 småstumper. Pladen er uregelmæssig afrundet form og måler ca. 4,5 x 5,1 x 0,4 cm. |
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) | ASR 1265 x051 0820 Råmateriale/barre af kobberlegering
Bronzebarre, afbrudt i begge ender. Ét større kraftigt hammerslag på 'underssiden'. Omtrent trekantet tværsnit. Bevaret størrelse: 55 x 14 x 6 mm. |
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) | ASR 1960 x002 1107 Tenvægt af bly/tin
Tenvægt, bly
Konisk, med centralt hul.
Diameter: 19 mm
Højde: 10 mm. |
![](/grafik/intetbillede.jpg) | ASR 2321 x006 1107 Tenvægt af bly/tin
Skiveformet tenvægt af bly, , diameter ca. 23-25 mm, tykkelse 4 mm. Centerhul, diameter ca. 6 mm. |
![](/grafik/intetbillede.jpg) | ASR 872 x092 1107 Tenvægt af bly/tin
Konisk tenvægt. Diam. 21 mm, højde: 15 mm. |
![](/grafik/intetbillede.jpg) | ASR 2321 x247 1107 Tenvægt af bly/tin
Skiveformet tenvægt, diam: 24mm, højde: 8 mm. |
![](/grafik/intetbillede.jpg) | ASR 872 x232 1107 Tenvægt af bly/tin
Konisk tenvægt, diam: 22mm, højde: 7 mm. |
![](/grafik/intetbillede.jpg) | ASR 872 x233 1107 Tenvægt af bly/tin
Konisk tenvægt, diam: 23mm, højde5 mm. |
![](data:image/jpeg;base64,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) | ASR 1906 x045 1107 Tenvægt af bly/tin
Tenvægt
Konisk
Af bly, ø 28 mm, h. 17 mm |
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) | ASR 1957 x012 1107 Tenvægt af bly/tin
Tenvægt, skiveformet, kanten sammentrykket.
Diameter: 2 cm. |
![](/grafik/intetbillede.jpg) | SJM 348 x029 1110 Anden genstand af bly/tin
Sammenfoldet blyskive med hul i midten, udføldet ø 5,3 cm |
![](/grafik/intetbillede.jpg) | ESM 1661 X067 1107 Tenvægt af bly/tin
tenvægt, udekoreret, konisk af form |
![](/grafik/intetbillede.jpg) | SJM 348 x386 1110 Anden genstand af bly/tin
stift af bly |
![](/grafik/intetbillede.jpg) | ASR 440 x1244 1110 Anden genstand af bly/tin
En stump bly, bøjet, med buklet ornamentik? Største mål: 1,8 cm. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0212 010301 A1 gods-side
1 af skårene med glittet yderside. |
![](/grafik/intetbillede.jpg) | ASR 9 x530 1200 Læder
læderstump |
![](/grafik/intetbillede.jpg) | ASR 9 x331 1200 Læder
Mørt og dårligt bevaret læderstump |
![](/grafik/intetbillede.jpg) | ASR 9 x522 1200 Læder
7 stk. læder |
![](/grafik/intetbillede.jpg) | ASR 9 x526 1200 Læder
14 stk. læder |
![](/grafik/intetbillede.jpg) | ASR 9 x354 1200 Læder
2 stkker læder, skrøbeligt |
![](/grafik/intetbillede.jpg) | ASR 9 x212 1200 Læder
Læderstumper |
![](/grafik/intetbillede.jpg) | ASR 9 x510 1200 Læder
9 stykker læder |
![](/grafik/intetbillede.jpg) | ASR 9 x214 1200 Læder
Læder. Meget skrøbeligt |
![](/grafik/intetbillede.jpg) | ASR 9 x363 1200 Læder
2 stk. læder. Dårligt bevaret |
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) | ASR 2360 X056 05010102 Type, Ribeperle m. reticella, hjemlig
Del af blå ribeperle med reticella. |
![](/grafik/intetbillede.jpg) | ESM 1347 x064 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x065 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x076a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x077a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x078a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x079a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x082a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x083a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x084a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x085a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x086a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x087a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x088a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x089a 1200 Læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x090a 1200 Læder
Læder med i alt 25 runde pyntenitter af type C, som fandtes ved remsamlebeslag x90, på siden modsat remmene med remendebeslag x84-89 i rasleblikgruppe I. Af disse er ca. 15 bevaret som løst optagne hele eksemplarer eller stumper. Desuden er 4 små stumper læder bevaret, bl.a. en lille stump rem med hul til pyntenitte, som synes at svare til remmene x84a-89a, samt en anden stump af et tyndere skindstykke med en bevaret lige kant, tilsyneladende også med huller til pyntenitter; på den ene side af dette ses hvidt materiale fra pyntenitter. De to sidste læderstumper er for små til bestemmelse. En af pyntenitterne (x27cq) brugt til analyse, jf. Arne Jouttijärvi, appendiks.
Mål:
Pyntenitter diam. 1,0-1,1 cm, tyk. 0,4 cm
Læder: remstk. 1,5x1,3x0,3 cm, skindstk. 2,5x1,5x0,1 cm
|
![](/grafik/intetbillede.jpg) | ESM 1347 x091 1200 Læder
|
![](/grafik/intetbillede.jpg) | ASR 5M74D D05692 1201 Sko eller dele heraf
1 skosål med gravebogsbetegnelsen GU. |
![](/grafik/intetbillede.jpg) | ASR 140 x001 1201 Sko eller dele heraf
1 fragment af lædersko, nu indtørret ( kasseret ). |
![](/grafik/intetbillede.jpg) | ASR 9 x209 1201 Sko eller dele heraf
Læder. Bl.a. stk med kanthuller (sål ?). |
![](/grafik/intetbillede.jpg) | ASR 9 x208 1201 Sko eller dele heraf
Fragmenteret skosål, af blødt krøllet dårligt bevaret læder. Del af hulkant, men ikke langs hele kanten = ikke færdig sko/sål ? |
![](/grafik/intetbillede.jpg) | ASR 9 x300 1201 Sko eller dele heraf
forarbejde til skosål? |
![](/grafik/intetbillede.jpg) | ASR 9 x195 1201 Sko eller dele heraf
Del af overlæder til sko |
![](/grafik/intetbillede.jpg) | ASR 9 x195 1206 Affald af læder
Læderstumper |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1206 Affald af læder
50 stk. læderaffald. Mest mindre, dårligt bevarede. To stk. med perforering (syningshuller) |
![](/grafik/intetbillede.jpg) | ASR 2360 X056 1206 Affald af læder
|
![](/grafik/intetbillede.jpg) | ASR 2360 X052 1206 Affald af læder
|
![](/grafik/intetbillede.jpg) | ASR 2360 X066 1206 Affald af læder
|
![](/grafik/intetbillede.jpg) | ASR 2360 X061 1206 Affald af læder
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![](/grafik/intetbillede.jpg) | ASR 2360 X049 1206 Affald af læder
Muligvis del af sko |
![](/grafik/intetbillede.jpg) | ASR 2360 X047 1206 Affald af læder
|
![](/grafik/intetbillede.jpg) | ASR 9 x391 1206 Affald af læder
En kasse læderaffald, mange stumper |
![](/grafik/intetbillede.jpg) | ASR 9 x228 1205 Anden genstand af læder
33 stk. både tyndt og kraftigt læder evt flere slags. Overvejende strimler, en enkelt med knude. |
![](/grafik/intetbillede.jpg) | SJM 1160 x0174 072003 Slagger, div
|
![](/grafik/intetbillede.jpg) | ESM 1347 x056a 1205 Anden genstand af læder
|
![](/grafik/intetbillede.jpg) | ESM 1347 x067 1205 Anden genstand af læder
|
![](/grafik/intetbillede.jpg) | ESM 1347 x068 1205 Anden genstand af læder
|
![](/grafik/intetbillede.jpg) | ESM 1347 x102 1205 Anden genstand af læder
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![](/grafik/intetbillede.jpg) | ESM 1347 x114 1205 Anden genstand af læder
Rester af tre slags læder, som stammer fra det forstyrrede område mellem remendebeslag x56-61 og remsamlebeslag
x62 i rasleblikgruppe II.
a) Kraftig læderrem, 5,5 cm lang, 1,8 cm bred og 0,3 cm tyk, med huller til pyntenitter. Hertil yderligere 3 mindre
fragmenter på 2,5, 2,0 og 2,0 cm længde, også med huller til pyntenitter. Af okse?læder. Herpå 1 stk. bladmos. Hører
til remendebeslagene x56-61 i rasleblikgruppe II (jf. også x56a-61a). (Planche 22,9).
b) Tyndt skindstykke, ca. 4,5x2,5x0,05 cm, uden huller til pyntenitter og med en bevaret lige kant, de øvrige er
brækkede; hertil en tilsvarende lille stump. Uvis kontekst, men det har tilsyneladende ligget oven på læder x62a
med pyntenitter af type C; et par af disse lå i kanten af skindet. Ligner skindstykket x116, der fandtes under
remsamlebeslaget x62. (Planche 22,10).
c) 2 stumper af smalle, tynde skindremme uden nittehuller, afbrudt i enderne, henholdsvis ca. 5,2 og 5,5 cm lange,
0,7 cm brede og ½ mm tykke. Uvis kontekst, men de har tilsyneladende ligget oven på remmene x56a-58a; samme
type skindremmene: se x115-116 og x120. (Planche 22,10). |
![](/grafik/intetbillede.jpg) | ESM 1347 x115 1205 Anden genstand af læder
Smal, tynd, evt. dobbelt skindrem, foldet i vinkel på 90º, brækket i begge ender. Glat forside, ru bagside, hvorpå der
er svage spor af halm; folden ligger på den glatte forside. Skindremmen var oprindeligt ca. 8,5 cm lang og 1 cm bred.
Hertil småstumper af tyndt skind. Fra samme område som x114, men fandtes in situ. (Planche 22,7).
Mål (i indtørret tilstand):
Total bev. læ. ca. 8,5 cm (ca. 5 + 3,5 cm)
Br. 0,6-0,8 cm
Tyk. max. 0,1 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x116 1205 Anden genstand af læder
Rester af to slags læder, dels et mindre skindstykke, dels en stump vinkelbøjet skindrem. Hertil få løse strå/
halmstykker. Uvis funktion. Fandtes under remsamlebeslaget x62 fra rasleblikgruppe II. (Planche 22,8).
a) Skindstykke, ganske tyndt og uden nittehuller, med en bevaret lige kant, de øvrige er brækkede. Skindet har en glat
side, hvorpå der ses lidt halmrester, og en mere ru side med lidt korrosionsspor og hvide tin/blysalte, formentlig fra
pyntenitter, der har ligget op ad det. Hertil en mindre stump, formentlig af samme skindstykke. Ligner skindstykket
x114 fra samme område.
b) Smal, tynd skindrem, afbrudt i begge ender og foldet i en vinkel på 90º. Også denne synes at have en glat og en ru
side. Lå direkte under ovennævnte skindstykke. Samme type skindremmene: se x114, x115 og x120.
Mål:
Skindstykket (indtørret tilstand):
Bev. læ. (fra lige kant) 2,0-2,8 cm
Bev. br. 6,8 cm
Tyk. max. 0,1 m
Skindrem (indtørret tilstand):
Bev. total læ. ca. 3,5-4,0 cm
Br. 0,7 cm
Tyk. max. 0,1 cm |
![](/grafik/intetbillede.jpg) | ESM 1347 x120 1205 Anden genstand af læder
6 fragmenter af 2 smalle, tynde skindremme, af okse?læder, med en glat og en ru side, uden nittehuller, afbrudt i
enderne. Den ene var oprindeligt ca. 8,5 cm lang og 0,8-0,9 cm bred. Den anden var næsten dobbelt så lang og bred,
men var foldet sammen til halv bredde og bøjet i en vinkel på 90°. Uvis funktion. Fandtes mellem rasleblikgruppe I og
stigrembeslag x53. (Planche 22,11).
Mål:
(6 indtørrede fragmenter)
Bev. læ. 4,3, 2,0, 2,0, 1,8, 1,7 og 1,2 cm
Br. 0,6-1,0 cm
Tyk. max. 0,1 cm |
![](/grafik/intetbillede.jpg) | ASR 9 x325 1206 Affald af læder
foldet strimmel læder |
![](/grafik/intetbillede.jpg) | ASR 9 x320 1206 Affald af læder
2 stumper læder |
![](/grafik/intetbillede.jpg) | ASR 9 x419 1206 Affald af læder
3 stykker læder. Skrøbelige, krøllede |
![](/grafik/intetbillede.jpg) | ASR 9 x217 1206 Affald af læder
Læder. Et lille stykke uden narv |
![](/grafik/intetbillede.jpg) | ASR 9 x315 1206 Affald af læder
2 stykker læder. 1 stk. stift, solidt og tykt med narvrester, 1 stk. tyndt, fleksibelt |
![](/grafik/intetbillede.jpg) | ASR 9 x414 1206 Affald af læder
4 stk. læder, heraf to strimler i rimelig god stand. Narv bevaret |
![](/grafik/intetbillede.jpg) | ASR 9 x411 1206 Affald af læder
Nogle stumper læder, ret nedbrudt, med rester af strå |
![](/grafik/intetbillede.jpg) | ASR 9 x513 1206 Affald af læder
Læderstump |
![](/grafik/intetbillede.jpg) | ASR 9 x208 1206 Affald af læder
Læder. Diverse stk, meget skrøbelige, med jord og strå. (I kons-rap. står 3 med mønsterlinier ?). |
![](/grafik/intetbillede.jpg) | ASR 9 x397 1206 Affald af læder
Læder. Mørt, tyndt, lysere end de fleste andre stykker, uden narv |
![](/grafik/intetbillede.jpg) | ASR 9 x316 1206 Affald af læder
3 stk. læder. 1 stk. fleksibelt med narv. Et par stumper i dårlig stand |
![](/grafik/intetbillede.jpg) | ASR 9 x524 1206 Affald af læder
20 stk. læder |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1206 Affald af læder
Lille læderstrimmel |
![](/grafik/intetbillede.jpg) | ASR 9 x341 1206 Affald af læder
Læderstump |
![](/grafik/intetbillede.jpg) | ASR 9 x299 1206 Affald af læder
stumper og strimler af læder |
![](/grafik/intetbillede.jpg) | ASR 9 x514 1206 Affald af læder
Læderstump, med beg? |
![](/grafik/intetbillede.jpg) | ASR 9 x194 1206 Affald af læder
Læder. 2 stk strimler, flade. Den ene dobbelt med hul. 1 stk med hulkant, 1 stk med narv og synlige hårhuller. |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1206 Affald af læder
Lang dobbeltstrimmel. Narvsiden sort. Synlige hårhuller. |
![](/grafik/intetbillede.jpg) | ASR 9 x290 1206 Affald af læder
2 stk. læder. Solide. Synlige hårhuller? |
![](/grafik/intetbillede.jpg) | ASR 9 x317 1206 Affald af læder
Læderstrimmel. Narv bevaret |
![](/grafik/intetbillede.jpg) | ASR 9 x342 1206 Affald af læder
44 stykker læder. Meget forskelligartede. Flere kraftige, tykke stykker, samt enkelte kantbånd med huller. |
![](/grafik/intetbillede.jpg) | ASR 9 x343 1206 Affald af læder
15 stk. læder. 2 større, resten små stykker. Det ene store er kraftigt og tykt med hulkant. |
![](/grafik/intetbillede.jpg) | ASR 9 x351 1206 Affald af læder
12 stykker læder. Tre større, det ene med stikhuller. Desuden en del små fragmenter. 2 ens, mørkt, solidt, med ombukning |
![](/grafik/intetbillede.jpg) | ASR 9 x360 1206 Affald af læder
8 stk. læder. God stand, narv bevaret, flere med hulkant |
![](/grafik/intetbillede.jpg) | ASR 9 x362 1206 Affald af læder
6 stk. læder. Kraftigt, stift, bl.a. strimmel |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1206 Affald af læder
80 stykker læder. Mest affald med tilskæringskanter, enkelte med hulkant. Antallet er ca. |
![](/grafik/intetbillede.jpg) | ASR 9 x507 1206 Affald af læder
ca. 33 stykker læder, heraf flere strimler, narv bevaret |
![](/grafik/intetbillede.jpg) | ASR 9 x508 1206 Affald af læder
13 stykker læder. Flere trekantede stykker, samt med hulkanter |
![](/grafik/intetbillede.jpg) | ASR 9 x515 1206 Affald af læder
2 stk. læder, spaltet til 4 stk. |
![](/grafik/intetbillede.jpg) | ASR 9 x329 1206 Affald af læder
3 læderstumper |
![](/grafik/intetbillede.jpg) | ASR 9 x329 1206 Affald af læder
Læderstump med del af hulkant, uden narv. 3 småstumper |
![](/grafik/intetbillede.jpg) | ASR 9 x395 1206 Affald af læder
2 læderstumper |
![](/grafik/intetbillede.jpg) | ASR 9 x516 1206 Affald af læder
10 stk. læder. Møre småstumper med narvrester. 1 stk. rødbrunt og med flere narv |
![](/grafik/intetbillede.jpg) | ASR 9 x501 1206 Affald af læder
7 stk. læder. Flere med beg eller lignende |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13950 1206 Affald af læder
1 læderstrimmel |
![](/grafik/intetbillede.jpg) | ASR 2360 X053 1206 Affald af læder
Lædersnor, hvorpå der er bundet knuder. |
![](/grafik/intetbillede.jpg) | ESM 1347 x071 1206 Affald af læder
Remendebeslag af type 3 fra rasleblikgruppe IV. Beslaget er foldet sammen med forsiderne mod hinanden (vinkel på 40°); det er næsten helt, kun endeknoppen mangler på fastnittede del. Læderrem, bestemt som okse?, bevaret på bagsiden samt den ene jernnitte og nitteplade. Den tværgående læder(?)strimmel anes som en pukkel på remmen og t.v. for beslaget. På forsiden er sølvbelægningen delvis afskallet, ornamentikken dog svagt synlig. Løse del dækket af korrosion. Lidt sekundært træ sidder på beslagets ene kant, bestemt som Acer sp. med 5-lagede marvstråler, formentlig spidsløn (NNU M 58498). KRR 95536 Rx.8, Rx.25.
Mål:
Total bev. læ. 4,6 cm, udfoldet: ca. 8,5 cm
Br. v/ led 1,5 cm
Bev. læ. fast. del excl. led 3,5 cm
Læ. løs del excl. led 4,0 cm
Led diam. 0,9 cm, br. 0,6 cm
Knop br. 0,6 cm, tyk. 0,9 cm
Rem br. 1,8 cm, tyk. 0,4 cm
Læder(?)strimmel br. 0,6 cm, tyk. 0,1 cm
|
![](/grafik/intetbillede.jpg) | SJM 146 x01 010301 A1 gods-side
|
![](/grafik/intetbillede.jpg) | SJM 146 x02 010301 A1 gods-side
|
![](/grafik/intetbillede.jpg) | ASR 9 x208 1300 Træ
2 barkstykker |
![](/grafik/intetbillede.jpg) | ASR 9 x343 1300 Træ
En kvist, uforarbejdet |
![](/grafik/intetbillede.jpg) | ASR 2087 x011 1300 Træ
|
![](/grafik/intetbillede.jpg) | ESM 103/65 1189 1300 Træ
|
![](/grafik/intetbillede.jpg) | ESM 0086 x0135 1300 Træ
pose med trækul |
![](/grafik/intetbillede.jpg) | ESM 0086 x0840 1300 Træ
Træstykke, ukonserveret. 20,0 x 9,0 cm, muligt fra hjulfælg? |
![](/grafik/intetbillede.jpg) | ESM 0086 x1203 1300 Træ
Pose m. træ og bark. 65 g. Smuldrende. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1209 1300 Træ
Lidt træ. smuldrende. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1214 1300 Træ
Træstykke, ca 18,5 x 3 x 2,1 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1215 1300 Træ
Pind, ca. 20 cm lang, 3-3,7 cm i diameter.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1216 1300 Træ
Træstykke, ca 19 x 3,5 x 3 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1217 1300 Træ
Træstykke ca. 13,5 x 4 x 2,5 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1218 1300 Træ
Træstykke, nærmest firkantet, forkullet på 2 sider ca. 24,5 x 5 x cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1220 1300 Træ
Træstykke, forkullet på den ene side, ca. 20,5 x5,8 x 2,8 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1221 1300 Træ
Pind med påsidende bark, ca. 26,5 cm lang, 3,5 cm i diameter.
Træ og pindestykker.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1222 1300 Træ
Pind, ca. 26,5 cm lang, 3,5 cm i diameter.
kons. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1223 1300 Træ
Pind med påsidende bark, ca. 26,5 cm lang, 3,5 cm i diameter.
Træ og pindestykker. Kraftigt smuldrende. 270 g.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1228 1300 Træ
Fire poser træ. Nogle stykker er tilvirkede til ukendt formål. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1229 1300 Træ
Træstykke ca. 17,5 x 8,5 x 3,0 cm. kons.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1230 1300 Træ
Træstykke, ca. 18 x 6,5 x 4,8 cm. kons. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1231 1300 Træ
Pind muligvis tilspidset i den ene ende, ca. 26,5 cm lang, ca 3,5-4,0 cm i diameter. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1232 1300 Træ
Træstykke (i 2 dele) ca. 27 x 5,5 x 2,8 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1233 1300 Træ
Træstykke (i 2 dele) ca. 27 x 5,5 x 2,8 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1234 1300 Træ
Træstykke; ca. 38 ,5 cm lang, 4-4, cm i diameter.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1236 1300 Træ
Firkantet træstykke, ca. 18 x 5,5 x 2,8 cm.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1237 1300 Træ
Firkantet træstykke i to dele, ca. 21 x 3,1 x 1,8-2,3 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1238 1300 Træ
Træstykke; ca. 22,5 cm lang, ca. 2-3 cm i diameter.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1239 1300 Træ
Tilspidset træpind (I 2 dele) ca. 35,5 cm lang, ca. 4,5 cm i diameter.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1240 1300 Træ
Træstykke, ca 22 cm lang, max 9 cm bred, 4,5-5 cm tyk.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1241 1300 Træ
Træstykke, tilspidset i den ene ende, ca. 15 x 9,5 x 4,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1249.02 1300 Træ
Træstykke,ca 32 cm langt.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1264.02 1300 Træ
Pose m. træ. smuldrende. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1265 1300 Træ
To små stykker træ. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1267 1300 Træ
Træstykke (på NM VIII, basseret?)
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1274.02 1300 Træ
Træ.
Tørverester |
![](/grafik/intetbillede.jpg) | ESM 0086 x1275 1300 Træ
Træstykke. 50 cm langt. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1277 1300 Træ
Træstykke, indmålt pl 245. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1278 1300 Træ
Træstykke, indmålt pl 295
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1279 1300 Træ
Træ- og pindesykker. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1289 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1290 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1291 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1292 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1293 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1294 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1295 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1296 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1298 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1299 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1300 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1301 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1302 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1303 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1304 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1305 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1306 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1307 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1308 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1309 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1310 1300 Træ
Træstykke |
![](/grafik/intetbillede.jpg) | ESM 0086 x1411 1300 Træ
Træstykke. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1414 1300 Træ
Træstykke. Prøver I-III |
![](/grafik/intetbillede.jpg) | ESM 0086 x1415 1300 Træ
Træstykke. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1416 1300 Træ
Træ opsamlet |
![](/grafik/intetbillede.jpg) | ESM 0086 x1417 1300 Træ
Træstykke. Prøver I-III |
![](/grafik/intetbillede.jpg) | ESM 0086 x1418 1300 Træ
Træstykke. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1430 1300 Træ
Træstykke. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1431 1300 Træ
Træstykke. |
![](/grafik/intetbillede.jpg) | ESM 1520 x056 1900 Botanisk materiale
Intet træ tilbage. jord og trækul |
![](/grafik/intetbillede.jpg) | ESM 1347 x071a 1300 Træ
|
![](/grafik/intetbillede.jpg) | ESM 1347 x074a 1300 Træ
|
![](/grafik/intetbillede.jpg) | ASR 2360 x500 1300 Træ
Halvcirkulær træskive (240 mm i diameter) med excentrisk indridsninger. Mulige skæremærker - disk. |
![](/grafik/intetbillede.jpg) | ESM 1661 X071 1300 Træ
Trækul |
![](/grafik/intetbillede.jpg) | ASR 440 x0146 1301 Beholder af træ
Dele af trækar |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13953 1301 Beholder af træ
1 halvmåneformet fragment fra bund af kar i bødkerarbejde. Stykket er fremstillet af en meget tætåtet træsort (fyr ?). Den ene fladside er langs yderkanten forsynet med en ret svag, ujævn ca. 1 cm. bred affasning. L.: 17,8 cm. Br.: 4,7 cm. Tyk. på midten: 1,15 cm. Tyk. ved yderkant: 0,4 cm. Bundens opr. diameter: ca. 23 cm. |
![](/grafik/intetbillede.jpg) | SJM 952 x199 01030202 A1 gods-rand-indadbøjet
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) | SJM 952 x202 040102 Vævevægt uden ornamentik
Halv, brændt vævevægt. |
![](/grafik/intetbillede.jpg) | ASR 440 x0134 1307 Anden genstand af træ
Tildannet træstykke, i tre dele. Fra brøndkonstruktion? Samlet længde: ca 36,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 440 x0144 1307 Anden genstand af træ
3 stk. tilspidsede småpæle. Med bark. Længde: 32, 29 og 20 cm. samt en pose småstumper af grene med bark |
![](/grafik/intetbillede.jpg) | ASR 440 X1164 1307 Anden genstand af træ
Del af egeplanke, ca. 35 x 20 x 2 cm.
Jf. beretning: yngste årring 1052, ingen splint. |
![](/grafik/intetbillede.jpg) | ASR 440 X1210 1307 Anden genstand af træ
Egetræsstykke, nr. 1 på detailtegning. 788 e. Kr. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13976 1306 Vidjeflettet genstand
1 afbrudt vidjestykke fra risfletning CC, niv. 4,26 i form af barkklædt gren af blød løvtræsort, overbrudt i begge ender. L.: 8,2 cm. Tværmål: 2,0 x 2,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13977 1306 Vidjeflettet genstand
1 afbrudt vidjestykke fra risfletning CC, niv. 4,26, som foregående nr. L.: 7,3 cm. Tværmål: 1,6 x 2,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13978 1306 Vidjeflettet genstand
1 afbrudt vidjespids fra risfletning CD, niv. 4,24 i form af barkklædt gren af blød løvtræsort overhugget i spidsvinklet skråsnit i den ene ende. L.: 11,0 cm. Tværmål: 1,3 x 2,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13979 1306 Vidjeflettet genstand
2 afbrudte vidjespidser fra risfletning CC, niv. 4,26, som foregående nr. L.: 8,0 cm. Tværmål: 1,6 x 2,6 cm. og L.: 8,0 cm. Tværmål: 1,9 x 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13980 1306 Vidjeflettet genstand
1 afbrudt stykke af tværstok i risfletning CD. niv. 4,24, i form af barkklædt gren af blød løvtræsort. L.: 7,8 cm. Tværmål: 2,0 x 2,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13981 1306 Vidjeflettet genstand
1 afbrudt stykke af tværstok i risfletning CC, niv. 4,26, som foregående nr. L.: 7,5 cm. Tværmål: 3,1 x 4,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13982 1306 Vidjeflettet genstand
1 afbrudt spids af tværstok i risfletning CD, niv. 4,24 i form af barkklædt gren af blød løvtræsort overhugget i langt spidsvinklet skråsnit i den ene ende. L.: 11,0 cm. Tværmål: 1,9 x 2,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13983 1307 Anden genstand af træ
1 udspaltet, stangformet stykke fyrretræ med rektangulært tværsnit og rhombeformet længdesnit, idet begge endeflader udgøres af spidsvinklede hugflader. L.: 9,3 cm. Br.: 2,5 cm. Tyk.: 1,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13984 1307 Anden genstand af træ
1 udspaltet fyrretræspind af uregelmæssig firesidig tværsnitsform, skråt overhugget i den øvre ende, jævnt tilspidset i den modsatte ende. L.: 13,7 cm. St. tværmål: 1,4 x 1,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13985 1307 Anden genstand af træ
1 udspaltet træpind (bøg ?) af uregelmæssig firesidig tværsnitsform, lige overhugget i den øvre ende, but tilspidset i den modsatte ende. L.: 13,1 cm. St. tværål: 1,25 x 1,35 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13986 1307 Anden genstand af træ
1 afbarket, stangformet grenstykke af blød løvtræsort af oval tværsnitsform med spor af tilspidsning i den ene ende, der er afbrudt, medens den anden ende er overskå´ret og delvis afglattet. L.: 17,1 cm. Tværmål: 2,4 x 3,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13987 1307 Anden genstand af træ
1 stangformet, udspaltet stykke egetræ med rektangulært tværsnit, skråt overskåret i den ene ende tilspidset fra to modstående sider, idet yderspidsen dog er afbrudt og bøjet i skæv form. L.: 16,4 cm. Tværmål: 2,6 x 3,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13988 1307 Anden genstand af træ
1 aflangt træstykke udspaltet fra siden af gren eller stamme af blød løvtræsort ( muligvis splintved ad eg), således at en del af den halvrunde barkside er bevaret stykket er overbrudt i den ene ende og udviser hugfacetter i den anden grovt tilspidsede ende. L.: 14,8 cm. Br.: 4,5 cm. Tyk.: 3,2. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13989 1307 Anden genstand af træ
1 nærmest mandelformet træstykke af eg med ujævnt hvælvede sider, der dannes af udspaltningsflader og hugfacetter med tynde skarpe yderkanter. L.: 11,8 cm. Br.: 8,6 cm. St. tyk.: 3,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13997 1307 Anden genstand af træ
1 flad egetræsskive tildannet i uregelmæssig tildels kantet, cirkulær form. Diameter: 7,3 - 7,6 cm |
![](/grafik/intetbillede.jpg) | ASR 10M76D D14018 1307 Anden genstand af træ
1 træstykke af fyr af skæv kvadratisk tværsnitsform, lige overskåret i den ene ende, overhugget i en spidsvinklet skråflade med hugfacetter i den modsatte ende. L.: 4 cm. Tværmål: ca. 2,2 cm. på hver led. |
![](/grafik/intetbillede.jpg) | ASR 7 x0001 1307 Anden genstand af træ
1 fragmenteret egetræspind tildannet i let tilspidset form med syv sidekanter. Pinden er overbrudt i begge ender. Længde: 8 cm. St. tværmål: 1,8 - 1,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1719 1307 Anden genstand af træ
1 fragmenteret træpind af aflang og tilskåret form med ovalt ottekantet tværsnit. Længde: 12,9 cm. Tværsnit i tykkeste ende: 1,7 x 1,0 cm. Stykket er nu stærkt indtørret og stærkt fragmenteret |
![](/grafik/intetbillede.jpg) | SJM 952 x198 072002 Jernslagge
|
![](/grafik/intetbillede.jpg) | ASR 1925 x202 1307 Anden genstand af træ
Afsavede prøver til dendro |
![](/grafik/intetbillede.jpg) | ESM 0086 x1028 1307 Anden genstand af træ
10 mindre stykker træ, hvoraf 5-6 har rester af søm i isiddende. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1202 1307 Anden genstand af træ
Tildannet træstykke – kile eller lign. Tilspidset i den ene ende, ca. 21 x 4,5 x 2,0 cm.
1 pind.
|
![](/grafik/intetbillede.jpg) | ESM 0086 x1219 1307 Anden genstand af træ
Plankestykke, forkullet på den ene side ca. 34,5 x 47,5 x 3,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 1347 x005 1307 Anden genstand af træ
1 prøve af kammergravens låg består af sand og små fragmenter af stærkt nedbrudt træ, hvoraf 10 stk. er bestemt til eg (Quercus sp.). NNU A.6740, M 48086, Hg 25975. |
![](/grafik/intetbillede.jpg) | ESM 1347 x036 1307 Anden genstand af træ
Prøver af bemalet lag inkl. underliggende lag: 2 uindmålte samlinger af løst optagne prøver fra nord- og midtdel af laget. Imprægneret med cyanoacrylat og opbevaret i to plastikposer. Røntgenbilledet 83073 Rx.3/1 af de to prøver viser kun få ubestemmelig spor, måske af træ? Prøverne analyseret af Claus Malmros (jf. NNU rapport j.nr. A 6740 af 29.11.95):
x36a) = pose 1A. Prøve med følgende lagserie:
1) Bemaling?
2) < 1 mm tykt lag af gulligt, stærkt komprimeret, ubestemt træ.
3) Sort humøst sand.
4) Halm (phytoliter).
x36b) Prøve med følgende lagserie:
1) Lag af mørk farve med parallelle penselstrøg.
2) < 1 mm tykt lag af gulligt, stærkt komprimeret, ubestemt træ; fibrene danner en vinkel på 45º med farvelagets penselstrøg. NNU A.6740, M 58494.
|
![](/grafik/intetbillede.jpg) | ESM 1347 x119a 1307 Anden genstand af træ
|
![](/grafik/intetbillede.jpg) | ESM 1347 x121 1307 Anden genstand af træ
|
![](/grafik/intetbillede.jpg) | SJM 348 x504 1307 Anden genstand af træ
træstykke med islået jernsøm |
![](/grafik/intetbillede.jpg) | ESM 0086 x0069.4 1307 Anden genstand af træ
Fire stk trækul. |
![](/grafik/intetbillede.jpg) | ASR 9 x507 1308 Råmateriale/affald/træ diverse
bark |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13954 1308 Råmateriale/affald/træ diverse
1 noget indtørret trægren med delvis bevaret yderside. Grenen er overskåret på tværs og afglattet i den øvre ende, grovt tilspidset i den nedre ende, hvis yderste spids er afbrudt. Længde: 15,4 cm. Tværmål: ca. 1,2 x 1,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13955 1308 Råmateriale/affald/træ diverse
1 grovt udspaltet træpind af eg af uregelmæssig tværsnitsform, ca. 1,2 x 1,3 cm. i kvadrat, overbrudt i begge ender. Længde: ca. 12 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13956 1308 Råmateriale/affald/træ diverse
1 tynd, flad, grovt udspaltet træflis med spor af glat tilskæring på et 3,5 cm. langt parti af sidekanten i den ene spidse ende. L.: 10,3 cm. St. br.: 1 cm. Tyk.: 0,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13957 1308 Råmateriale/affald/træ diverse
1 tynd flad, grovt udspaltet træflis (hugspån) med spor af afglatning i den ene flade ende og på den ene smalside. L.: 5,3 cm. Br.: 0,85 cm. Tyk.: 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13958 1308 Råmateriale/affald/træ diverse
1 kort uregelmæssig tilspidset træpind, der udgør den afskårne spidse antagelig af en længere pind. I stykkets øvre ende findes et nedskåret hak opstået ved spidsens afskæring. L.: 4,7 cm. Tværmål: 0,5 x 0,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13960 1308 Råmateriale/affald/træ diverse
1 klumpformig stump egetræ med rektangulært tværsnit, ujævnt overskåret i den ene tykke ende, og med nogen tilspidsning mod den anden ende, der er delvis borthugget ved et diagonalt forløbende skråhug. L.: 5,7 cm. Tværmål i den tykke ende: 2,3 x 2,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13961 1308 Råmateriale/affald/træ diverse
1 klumpformig stump egetræ med nærmest rhombeformigt tværsnit overskåret med en let hvælvet facetteret flade i den ene ende, medens den modsatte ende er bortskåret ved et diagonalt forløbende skråhug og brud. L.: 6 cm. St. tværmål (diagonalt): 3,6 x 3,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13962 1308 Råmateriale/affald/træ diverse
1 flad, klumpformig stump egetræ med skævt rektangulært tværsnit overskåret med let hvælvet facetteret flade i den ene ende, medens den modsatte ende er overhugget i et skråhug fra stykkets fladside. L.: 4,5 cm. Br.: 3,5 cm. St. tyk.: 1,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13963 1308 Råmateriale/affald/træ diverse
1 klumpformig stump træ med rektangulært tværsnit, lidt skråt overskåret i den ene ende, skråt overhugget og secundært overbrudt i den modsatte ende. L.: 3,5 cm. Br.: 2,0 cm. Tyk.: 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 10M76D D13964 1308 Råmateriale/affald/træ diverse
1 stangformet stykke træ med rektangulært tværsnit, overskåret med svagt hvælvet facetteret flade i den ene ende, skråt overhugget fra fladsiden i den modsatte ende. L.: 10,1 cm. Br.: 2,7 cm. Tyk.: 2,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0907 1308 Råmateriale/affald/træ diverse
1 forkullet grenfragment. |
![](/grafik/intetbillede.jpg) | ASR 7 x1918 1308 Råmateriale/affald/træ diverse
5 flager af træbark. |
![](/grafik/intetbillede.jpg) | ASR 7 x2355 1308 Råmateriale/affald/træ diverse
1 samling forkullede grenstumper. |
![](/grafik/intetbillede.jpg) | ASR 7 x2512 1308 Råmateriale/affald/træ diverse
1 forkullet grenstump af fingerledsstørrelse. |
![](/grafik/intetbillede.jpg) | ASR 440 x1241 1308 Råmateriale/affald/træ diverse
Småstykker - måske hugspåner? |
![](/grafik/intetbillede.jpg) | ASR 2360 x007 1308 Råmateriale/affald/træ diverse
Fragment af 20 cm. langt træ, vidjelignende. Tildannet i den ene ende. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07227 1400 Knogle/tak/tand
1 ubetydelig stump af rosenkransen fra kronhjortetak. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11303 1400 Knogle/tak/tand
1 forvitret afbrudt sidegrensspids af kronhjortetak. |
![](/grafik/intetbillede.jpg) | ASR 1000 x045 1701 Knogler af dyr/fugle/fisk incl tænder/horn
Kvægtænder |
![](/grafik/intetbillede.jpg) | ASR 1000 x054 1701 Knogler af dyr/fugle/fisk incl tænder/horn
Kvægtænder |
![](/grafik/intetbillede.jpg) | ASR 1000 x055 1701 Knogler af dyr/fugle/fisk incl tænder/horn
Tænder fra kvæg |
![](/grafik/intetbillede.jpg) | ASR 1000 x051 1701 Knogler af dyr/fugle/fisk incl tænder/horn
Tænder |
![](/grafik/intetbillede.jpg) | ASR 1000 x046 1701 Knogler af dyr/fugle/fisk incl tænder/horn
Dyretænder
Ko eller hest |
![](/grafik/intetbillede.jpg) | ASR 1000 x047 1701 Knogler af dyr/fugle/fisk incl tænder/horn
Tandfragmenter og dyreknogler
Flere næsten komplette tænder |
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) | ASR 1085 x009 1400 Knogle/tak/tand
Tak. Gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1400 Knogle/tak/tand
Del af kronhjortekranie samt stub, uden rosenkrans |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1400 Knogle/tak/tand
Kraniedele, 2 stk. Kronhjort med stub, uden rosenkrans |
![](/grafik/intetbillede.jpg) | ASR 9 x043 1400 Knogle/tak/tand
Tak, kronekløft |
![](/grafik/intetbillede.jpg) | ASR 7 x0446 1400 Knogle/tak/tand
1 stykke forsavet kronhjorttak af valdnødsstørrelse og af uregelmæssig spids pyramideform med tre glatte savsnitflader. |
![](/grafik/intetbillede.jpg) | ASR 7 x0453 1400 Knogle/tak/tand
2 afbrudte gevirgrenspidser, den ene hvidbrændt. |
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) | ASR 1991 x033 080702 Hængesmykke af kobberlegering
Hængesmykke, fragment bestående af tværstillet øsken med den øverste del af det ornamenterede smykke. Rester af forgyldning. |
![](/grafik/intetbillede.jpg) | ASR 7 x0598 1400 Knogle/tak/tand
1 afbrudt spids af en gevirgren. Længde: 2,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0952 1400 Knogle/tak/tand
1 kamskinnefragment af hjortetak skråt overbrudt i den ene ende. Længde: 3,4 cm. Bredde: 1,3 cm. Tykkelse: 0,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1034 1400 Knogle/tak/tand
1 splint af hjortetak. |
![](/grafik/intetbillede.jpg) | ASR 7 x1034 1400 Knogle/tak/tand
1 omtrent kvadratisk skive hvidbrændt ben eller hjortetak. St. mål: 0,6 x 0,6 cm. Tykkelse: 0,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1419 1400 Knogle/tak/tand
1 afsavet sidegren af kronhjortetak med sopr af tandgnav på siden. Længde: 8,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1420 1400 Knogle/tak/tand
1 afsavet spids fra sidegren på kronhjortetak. Også stykkets yderspids er afsavet. Længde: 2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1905 1400 Knogle/tak/tand
1 stykke hjortetak hidrørende fra takkens indre porøse masse. Længde: 4,2 cm. |
![](/grafik/intetbillede.jpg) | SJM 952 x143 170101 Dyreknogler
|
![](/grafik/intetbillede.jpg) | ASR 7 x2482 1400 Knogle/tak/tand
1 delvis forkullet, fragmenteret afbrudt rosenstokparti fra ung kronhjort med glatte hugfacetter på siden. Længde: 9,3 cm. |
![](data:image/jpeg;base64,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) | ASR 2360 X057 050113 Form, ring- eller skiveform
Fragment af opak hvid perle. |
![](/grafik/intetbillede.jpg) | ASR 2365 x1 1400 Knogle/tak/tand
Takfragment |
![](/grafik/intetbillede.jpg) | ASR 2360 x102 1400 Knogle/tak/tand
|
![](/grafik/intetbillede.jpg) | ASR 2360 x105 1400 Knogle/tak/tand
Ubearbejdet knogle og tak. |
![](/grafik/intetbillede.jpg) | ASR 2360 x107 1400 Knogle/tak/tand
Ubearbejdet. |
![](/grafik/intetbillede.jpg) | ASR 2360 x111 1400 Knogle/tak/tand
|
![](/grafik/intetbillede.jpg) | ASR 2360 x112 1400 Knogle/tak/tand
|
![](/grafik/intetbillede.jpg) | ASR 2360 x118 1400 Knogle/tak/tand
Ubearbejdede knogler. |
![](/grafik/intetbillede.jpg) | SJM 348 x376 1400 Knogle/tak/tand
brændt knogle |
![](/grafik/intetbillede.jpg) | ESM 0086 x0505.02 1400 Knogle/tak/tand
Knoglefragmenter udskilt fra 505 |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05127 1409 Bearbejdet produktionsaffald
1 afsavet benstump. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05445 1409 Bearbejdet produktionsaffald
1 stk. forsavet kronhjorttak. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05514 1409 Bearbejdet produktionsaffald
1 afbrudt spids af ben med glat, blank overflade, tildannet af rørknogle. L : ca. 6,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05515 1409 Bearbejdet produktionsaffald
1 forsavet rosenkransparti af kronhjorttak. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05591 1409 Bearbejdet produktionsaffald
1 afsavet rosenkransparti af kronhjorttak. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05715 1409 Bearbejdet produktionsaffald
1 afsavet rosenkransparti af kronhjorttak. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05835 1409 Bearbejdet produktionsaffald
1 afhugget og afsavet stejlebasis af gedehorn. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05945 1409 Bearbejdet produktionsaffald
2 afsavede hjortetaksstykker fra rosenkranspartiet af kronhjorttak. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06115 1409 Bearbejdet produktionsaffald
1 gennemboret knogle. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06141 1409 Bearbejdet produktionsaffald
1 forsavet rosenkransparti af kronhjorttak. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06142 1409 Bearbejdet produktionsaffald
1 mellemhånds-el. mellemfodsknogle af okse. En del af knoglen ene sidekant er borthugget i et skråt, glat snit. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06589 1409 Bearbejdet produktionsaffald
3 forsavede rosenkranspartier fra kronhjortgevirer. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06593 1409 Bearbejdet produktionsaffald
1 nedre ende af kronhjorttak med afsavet stamme, afbrudt øjesprosse og rosenstok med afbrudt del af kraniet. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06594 1409 Bearbejdet produktionsaffald
1 dels forsavet, dels afbrudt kronekløft af kronhjorttak. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D06604 1409 Bearbejdet produktionsaffald
1 mellemhånds-el. fodsknogle af okse med hugspor i kanten. |
![](/grafik/intetbillede.jpg) | ASR 5M73D D02540 1409 Bearbejdet produktionsaffald
15 afsavede, mere eller mindre fragmenterede rosenkranspartier af kronhjorttak. |
![](/grafik/intetbillede.jpg) | ASR 5M73D D02543 1409 Bearbejdet produktionsaffald
Mellemhånds- eller mellemfodsknogle af okse med kraftige tilhugningsspor langs den ene smalside. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D03079 1409 Bearbejdet produktionsaffald
2 mellemhånds- eller mellemfodsknogler af okse med meget kraftige forarbejdningshugspor. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D03080 1409 Bearbejdet produktionsaffald
5 mere eller mindre fragmenterede ekstremitetsknogler af får eller ged, alle med et større eller mindre indskåret uregelmæssigt hul i knoglevæggen tæt ved den ene ledende. En af knoglerne, en mellemhånds- eller mellemfodsknogle har tillige et lignende indskåret hul i den flade ledende. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D03148 1409 Bearbejdet produktionsaffald
1 mellemhånds- eller mellemfodsknogle fra får, i hvis ene ledflade, der er nedskåret af uregelmæssigt femkantet hul. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07347 1409 Bearbejdet produktionsaffald
1 afsavet grenspids af kronhjorttak ( ? ). Meget forvitret |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07452a 1409 Bearbejdet produktionsaffald
1 forsavet, forvitret grenkløftstykke af kronhjorttak. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07700 1409 Bearbejdet produktionsaffald
1 afsavet rosenkransparti af kronhjorttak. |
![](/grafik/intetbillede.jpg) | ASR 1M75 D07858 1409 Bearbejdet produktionsaffald
1 afsavet grenspids af hjortetak. |
![](/grafik/intetbillede.jpg) | ASR 1M75 D07859 1409 Bearbejdet produktionsaffald
1 udsavet grenkløftstykke af kronhjorttak. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09386 1409 Bearbejdet produktionsaffald
1 stk. afsavet rosenkransklump af hjortetak med savspor. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09712 1409 Bearbejdet produktionsaffald
1 fragment af afsavet grenspids af kronhjortetak. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12462 1409 Bearbejdet produktionsaffald
1 afsavet roset af en hjortetak. |
![](/grafik/intetbillede.jpg) | ASR 1077 x032 1409 Bearbejdet produktionsaffald
Hvalknogle. Forarbejdet skinne. Længde: 17 cm. Rektangulær form. Uregelmæssig tilskåret hvalknogle (fra hvalplade ?). |
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) | ASR 1085 x009 1409 Bearbejdet produktionsaffald
Tak. Spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x507 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 4,9 cm. Hele kransen er skåret væk. Meget fladt og tilskåret stykke, evt. forarbejde til tak-tenvægt eller spillebrik |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
Tilskåret stub, kronhjort? |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
Lille, facetteret knogle. Længde: 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
Mindre del af kronhjortekranie, samt stub |
![](/grafik/intetbillede.jpg) | ASR 9 x352 1409 Bearbejdet produktionsaffald
Kronhjrtekraniedel med stub, men uden rosenkrans |
![](/grafik/intetbillede.jpg) | ASR 9 x388 1409 Bearbejdet produktionsaffald
6 forarbejdede skinner. Den ene næsten komplet, men helt rå, en anden med nittehul |
![](/grafik/intetbillede.jpg) | ASR 9 x392 1409 Bearbejdet produktionsaffald
Bearbejdet knogle, forarbejdet af stubben fra en kronhjort. Flere indboringer samt arbejdsspor. Brug ukendt, i forbindelse med drejebænk? Ambolt? |
![](/grafik/intetbillede.jpg) | ASR 9 x113 1409 Bearbejdet produktionsaffald
3 stk. gevirspidser, den ene tilspidset? |
![](/grafik/intetbillede.jpg) | ASR 9 x110 1409 Bearbejdet produktionsaffald
Lille takstykke med indridset uregelmæssig cirkel på den ene side. Største mål: 1,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x112 1409 Bearbejdet produktionsaffald
Gevirgrenspids. Tilskåret og tildannet på ydersiden. |
![](/grafik/intetbillede.jpg) | ASR 9 x116 1409 Bearbejdet produktionsaffald
Tilskåret genstand/forarbejde? Største mål: 1,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x363 1409 Bearbejdet produktionsaffald
Grendel, tak. Tilskåret med dyb fure i den ene side, klar til spaltning |
![](/grafik/intetbillede.jpg) | ASR 9 x153 1409 Bearbejdet produktionsaffald
1 stk. spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x147 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. diameter: 5,5 cm. Den nederste sidegren, samt ca 14 cm af stammen ikke afsavet |
![](/grafik/intetbillede.jpg) | ASR 9 x147 1409 Bearbejdet produktionsaffald
6 gevirgrene. De fire meget store, den længste: 20,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x142 1409 Bearbejdet produktionsaffald
Gevirgren, tilskåret og gennemboret |
![](/grafik/intetbillede.jpg) | ASR 7 x0403 1409 Bearbejdet produktionsaffald
1 stump afsavet hjortetak med to glatte snitflader, der løber sammen i en spids vinkel. St. længde: 3,3 cm. St. bredde: 2,2 cm. Tykkelse: 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0876 1409 Bearbejdet produktionsaffald
1 stykke hjortetak tildannet i flad stangform, overbrudt i den ene ende. Længde: 3,5 cm. Bredde: 0,8 cm. Tykkelse: 0,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1035 1409 Bearbejdet produktionsaffald
5 stumper af forvitret hjortetak, den ene af valnødstørrelse med en glat savflade bevaret. |
![](/grafik/intetbillede.jpg) | ASR 7 x1125 1409 Bearbejdet produktionsaffald
7 stykker forarbejdet kronhjortetak i form af udsavede stammesidestykker og mindre stumper. |
![](/grafik/intetbillede.jpg) | ASR 7 x1208 1409 Bearbejdet produktionsaffald
1 tynd benplade tildannet i omtrentlig rektangulær form. Længde: 4,6 cm. Bredde: 2,6 cm. Tykkelse: 0,15 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1227 1409 Bearbejdet produktionsaffald
1 stykke kronhjortetak fra det porøse indre i en gevirstamme. Stykket er glat overskåret i begge ender. Længde: 3,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1344 1409 Bearbejdet produktionsaffald
1 frasprængt rosenkransstump med galt savsnitflade i den ene ende. |
![](/grafik/intetbillede.jpg) | ASR 7 x1716 1409 Bearbejdet produktionsaffald
1 stump hjortetak med savspor i kanten. Længde: 4,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1842 1409 Bearbejdet produktionsaffald
1 stump af sidegren fra kronhjortegevir oversavet i den brede ende. overburdt i den modsatte ende. Længde: 2,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1857 1409 Bearbejdet produktionsaffald
1 forsavet fragmenteret, sammenlimet stykke kronhjortetak fra ydersiden af gevirstamme og 1 stump fra det porøse midtparti. |
![](/grafik/intetbillede.jpg) | ASR 7 x1972 1409 Bearbejdet produktionsaffald
1 stykke forarbejdet hjortetak fra ydersiden af gevirstamme. Stykket er oversavet i begge ender og groft afglattet på ydersiden. Længde: 3,8 cm. Bredde: 2,5 cm. Tykkelse: 0,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1997 1409 Bearbejdet produktionsaffald
1 stykke hjortetak fra ydersiden af gevirstamme med flere savsnitflader bevaret. Højde: 4,2 cm. Bredde: 3,8 cm. Tykkelse: 1,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2026 1409 Bearbejdet produktionsaffald
1 konisk tildannet stump hjortetak med plan underside og spor af drejefurer (?) på den skrå sideflade. Diameter: 1,0 cm. Højde: 1,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 621 x013 1409 Bearbejdet produktionsaffald
Rosenkransklump af kronhjortetak, med afsavet midterstang og øjensprodse. |
![](/grafik/intetbillede.jpg) | ASR 621 x123 1409 Bearbejdet produktionsaffald
Samling spaltede og vistnok delvis ildskørnede hjortetakstykker, de fleste med spor af glat oversavning i den ene, enkelte i begge ender. Samlingen omfatter 23 stykker varierende i længde fra 2,3 cm til 8,0 cm og i bredde fra 1,0 cm til 2,5 cm. Samling omfatter desuden en del ubetydelig småstumper og fliser, hvoraf en mindre prøve er bevaret. |
![](/grafik/intetbillede.jpg) | ASR 621 x124 1409 Bearbejdet produktionsaffald
Stump hjortetak overbudt i begge ender. Stykket udgør kun ydersiden af en gren eller stamme. Længde og bredde: 1,6 cm. Tykkelse: 0,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 621 x125 1409 Bearbejdet produktionsaffald
Stærkt skørnet rosenkransparti af kronhjort.. Stykket har bevaret to skrå savsnitflader. Helt smuldret |
![](/grafik/intetbillede.jpg) | ASR 621 x236 1409 Bearbejdet produktionsaffald
Forvitrede småstumper af hjortetak, begge med spor af oversavning i den ene ende. |
![](/grafik/intetbillede.jpg) | ASR M0304 0304 1409 Bearbejdet produktionsaffald
3 Afsavede Stykker Hjortetakker. |
![](/grafik/intetbillede.jpg) | ASR 2360 x007 1409 Bearbejdet produktionsaffald
Hjortetak med rosenkrans (kastet). Savmærker ved rosenkrans og ved anden gren. |
![](/grafik/intetbillede.jpg) | ASR 2360 x036 1409 Bearbejdet produktionsaffald
Tak med to grenspidser |
![](/grafik/intetbillede.jpg) | ASR 2360 x046 1409 Bearbejdet produktionsaffald
|
![](/grafik/intetbillede.jpg) | ASR 2360 x105 1409 Bearbejdet produktionsaffald
Brændt. |
![](/grafik/intetbillede.jpg) | ASR 2360 x112 1409 Bearbejdet produktionsaffald
En gevirende. Tre stykker afsavet tak. |
![](/grafik/intetbillede.jpg) | ASR 2360 x115 1409 Bearbejdet produktionsaffald
Savede gevirer. |
![](/grafik/intetbillede.jpg) | ASR 2360 x119 1409 Bearbejdet produktionsaffald
To gevirender. |
![](/grafik/intetbillede.jpg) | ASR 2360 x104 1409 Bearbejdet produktionsaffald
Tre afsavede stykker gevir. |
![](/grafik/intetbillede.jpg) | ASR 2360 x087 1409 Bearbejdet produktionsaffald
To afsavede givirer og to afsavede stykker knogle |
![](/grafik/intetbillede.jpg) | ASR 2360 x072 1409 Bearbejdet produktionsaffald
Forarbejde til nål. |
![](/grafik/intetbillede.jpg) | ASR 2360 x138 1409 Bearbejdet produktionsaffald
Gevirende med gennemboring/øsken |
![](/grafik/intetbillede.jpg) | ASR 9 x175 1409 Bearbejdet produktionsaffald
Gevirdel |
![](/grafik/intetbillede.jpg) | ASR 6M73 D03069 1409 Bearbejdet produktionsaffald
10 afsavede rosenkranspartier af kronhjorttak, heraf et stykke med en del af kraniet bevaret. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D03077 1409 Bearbejdet produktionsaffald
1 samling spåner af kronhjorttak fra kamfremstilling. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D03141 1409 Bearbejdet produktionsaffald
5 afsavede rosenkranspartier af kronhjortegevir. |
![](/grafik/intetbillede.jpg) | ASR 140 x021 1409 Bearbejdet produktionsaffald
1 afsprængt stump af sidegren af kronhjorttak, lige oversavet i den ene ende, iøvrigt uforarbejdet. Længde : 3,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 371 x001 1409 Bearbejdet produktionsaffald
1 fragment af sidegren af kronhjortetak, der er ujævnt spaltet på langs og glat oversavet o. den ene ende, overbrudt i den anden ende. Fragmentets yderside viser svage spor af langsgående facetter fra en påbegyndt tildannelse. Længde : 4,3 cm. Tværmål : 1,2 x 2,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11144 1409 Bearbejdet produktionsaffald
1 afhøvlet spån af hjortetak. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11282 1409 Bearbejdet produktionsaffald
1 rosenkransklump fra afkastet kronhjorttak med afsavet hovedstamme og øjegren. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11894 1409 Bearbejdet produktionsaffald
1 afsavet skive af nederenden af stammen på kronhjortgevir med et parti af rosenkransen bevaret. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D11973 1409 Bearbejdet produktionsaffald
1 rektangulær skivestump af hjortetak. Kammageraffald. St. mål: 1,1 x 0,8 x 0,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12287 1409 Bearbejdet produktionsaffald
1 afsavet og afbrudt rosenkransparti fra kronhjortetak. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12339 1409 Bearbejdet produktionsaffald
1 afsavet endeskive af gevirstammen på kronhjortetak med dele af rosenkransen bevaret. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12340 1409 Bearbejdet produktionsaffald
1 rosenkransparti af kronhjortetak med samhørende rosenstok med afbrudt og borthugget kranium. Ovenfor rosenkransen sees spor af den bortsavede gevirstamme og øjensprosse. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12965 1409 Bearbejdet produktionsaffald
1 rosenkransparti med øjegren, men med bortsavet stamme af kronhjortetak. Øjegrenen er kileformet tildannet i spidsen. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13171 1409 Bearbejdet produktionsaffald
1 rosenkransparti af kronhjortetak med afsavet stamme. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13271 1409 Bearbejdet produktionsaffald
1 rosenkransklump af kronhjortetak med afsavet stamme og øjegren. |
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) | ASR 1077 x006 1409 Bearbejdet produktionsaffald
Tak. Spaltet tak |
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) | ASR 1077 x006 1409 Bearbejdet produktionsaffald
Tak. Rosenkrans. Kastet. diameter: 7 cm. |
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) | ASR 1077 x006 1409 Bearbejdet produktionsaffald
Tak. Gevirdel |
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| ASR 1077 x027 1409 Bearbejdet produktionsaffald
Tak. Gevirspidser |
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WKkOoHeSMcjjuuRXlEeqR2ryQXBaKRRuTcM7vyPb/Gv09uNPI5WvF/ip+zf4c+IHm3cMf8AYesnn7ZZoAkh/wCmidG+owfevMq4NbwPZw+ZNe7V+8+Q7fWhdKrrL8uMkNyrYx0561lal4i0+Voo5b+K381im9sMFIH3WxwDyMfQ8dTVjxf8OfEvwq1hdM16w22ckm23u4VLQOgOcq/r7HBGemK868RRXP8AaTiSNYWwfIbAZCPQDPA4J546k1xKkr2elj1fb8yTjrc6pfGNjp8kcU7iFSG2SRhiTgnDcZAGVOCfX8+F17Wota1E32ipcR3Gz55rf/VSMOiuO54xnrjoe1Z2qadNdW1uDDNbiHcPOFyvybtpOwDjnI64PynGKszQxeEriysBfF7a4Cxnzl3mOZVD4bOcZGBuGcsCR1yIlyRajF3ZUZTs29j9Jv2H9Ygv/gBpMP2dLG+trq6jvLVJTJ5cxlZjnJ4JDKSBgZOcc17/APe6V84/sg+HZfDfwlgka3NqNQunvEVgQ5TaiBmBJ6+Xn6EV9B2FwW4bmvqMPJunG/Y+Qr29rK3c/N3/AIKzKW+I3wsCnDiGUqcdD5yf7Lf+gn6HpXwhf+GLHWPiQbbUNUhK3DSmVYmaJ4mWMsqsxgRRuIAyqH6V91f8FaZX/wCFm/CxE6/Z5iD0/wCWyd9y+n95fqOtfnl8QraS38UXcjvC3nnePLnSTHbnbJJtPHQsTXctjlkYOt2sFjq15bWtyLy2hmeOK4UYEqhiA34jB/Giqcjc+lFBmf0/0UUUgCiiigDzD9oT4VzfFbwLJY2LKuqW7ebbbzgMcjIz2PHByOe4r4Y1vwufhv4gFrqdleaZdgBZlkCjGcEHJ5O49xuFfptXP+MPAXh7x9p4s/EGkWuqwKcqJ0yyH1Vhyv4GvOr4NVZOcXZv8T08NjZUUoSV0j899N8QI1v563BuWLhUj3Firc5B4AXHp+tSR6ld3XmPNPbRxqxKJv3K3XgqRz2wM9eK+lvFn7Hfhy5SV/D19c6JOy48tj5kTexPDDPrkmvDPGHwQ8TfD+3m+3abPcWbHcbzT2Lxp/tMwwy47ZA614dTDVKLbcbnvU8VSrJKMrPsYz6xBuaO4VWlC5jU4DLj1Hcdfyq1FrEwt5owfJtmAwyjccnrx26dvWuL+zm3vATLIq7gC2SxCkjAPb696ktfEFna3UxhmeSeMM53dAOoI4OOM9M81xSjGSujuUmtzrLeGONTM8kkpcgYbcwbjHQDgZ9MVBNaXU1zM7EmXLNHEChLjg44xjr3P/1qtlrFtqFj9oAExzn95IevbOOv0ovdbEa2xSVVV33sygDDdAMnr0A6GsHF3NVZ6nRaLr974bkjWGSdxE2EKs25Rzyrgh1/z1r1LRf2oNT02OGO50walbquN0k3lyn23YOSPcZPrXjtrqTTxlYNnksAsjyQnO5jxgk42gnrUU2l28cjQy7WlPBSQjYW/iA755z07DmppTnSk5Qdn/XQirShVXLNX/rufWfhr9oLwj4hkSC5u20W8Y7fKvwFUn0Eg+U/mK7yGaz1SLfbXENymM7oXDj8xXwvL4fVpW2J868bQdw3Y/hwP1q0w1jw/fR3VtOY7iKNSq28hjYKepBBHf6Z/CvShmctppP8Dy6mVw3g7fifYfiLwpZa9p81lf2kV7ZyjDwzKGU//X96+QPi9+yHqWj/AGjUvAkjXMIzL/ZNww8yJgc/uXP3h1+Vjn3Nbui/H3x/oeoG1ubuDVIlBcRTR5/d84y7YZjwehNddY/tSPNCv9o6DDPJuKSNYzlQrDPZgfTpmup4rD1Pi0OWOFxNB3hqfBXi7w3Pc2M1szf2bfwuy3VlcI0bxuO6g4KEAAdccdDWn8EvAY+J/jrw9DNE892ZFS4kicqpiz8pXuMLuY/7vB7V9UfFvUPAvxajinvtK1LRNYX5IdTgWMtxxtdSw8xR6dfQgdcj9kHRPCvwjj1e61zxJYi8lna2sXd2CGEEEyMzDAck4K54C9TkmuCKg6qipqzfoerKpN0HJwfMl6n2JoumwaZZW1naRLBa28awxRr0RFACgfQAV0llDtXNYljJHcQRzQyLLFIodJIyGVlIyCCOorctchR6V9VFpu58cfmr/wAFZiV+KPwsKbml+zybVUEn/Xr0wrforfQ9K+C9f8G6tr3jqW2NtJaNeNI8MlzFLhwibm2gRKzHA6CPPI4r7v8A+Cs0rR/Fn4WkbcC0kPzdP+PhevzL/wChD6jrX58+J9QvdN8Z3V9aSyWc6yl4poTgqMYypDv+jn612LYiRzN9ayWV1NBIMPFI0bcEcg4PUZoqO4laaRmYliTkknJJ9T70UGZ/T/RRRQAUUUUAFFFFAFeaPdzVWSMMpBGRWjiomjDVDiWmeT+Nv2ffCfjJZpPsraTeSHJuLDCZPbKkFfyAPvXgfjb9kPW9DeW80CWPWEb70S4imIxycMcH88+1fZrwkVC0eOtcFXC0qm6+47qWMrUtndeZ+Y2teF73w1rUh1DTLjT78QtH5F5E8YALZL8rhu3fHFZk2tSWyQxxjzYD98wtgkjklewHH3c5r9P9R0q01W2a3vbWG8gbrFcRh1P4GvMvEX7M/gPXGkkTSf7NnY5L2Mmzn12kMv6dq86WAcfgd/U9OGZJ/Greh8M2Xi2XTPM8iffOzBfLlb5dv8RJPcZ4xjn1rUudXs9UtZ5bkLdo0u3MMhXnORySOMYyAfwNe+eJP2I7dlk/sXWlKFSFt76IgcnOS6H2/u15v4q/Zm+Jmn2Zjs7O3u41bOLaVWVuv8JO4jk9q4qmDlF35dfL/gHfTxsJbS/r5nP6D4gstJxDb6ghj3bWhklOY+mR+fPSt3VPEliqRq2SJkYoolbIJXOQqDjvzxXl+qfD/wCIGj6tAkvhbWIgxxhbeTa3OcDgEf0wMda5y+8L+OdQmuYBoGuSOvmb/slnMwwQMEkjAwQODjOO+a43g3KV22js+sxtpqelQ/EDRLfa93LIkkRAeSaH93GDj+I47gdfTnkVPb+I9HuvLKspRnyJGZue4bP0Of8A69eceEvgb8S/FklvdaV4Nv7uPaBu1OMW6Lg7chpAqsRzwDnnr2PoU/7LvxfgtLfyNDWVVyDA2o2+Rnk/xge3fr35q5YWX2ItkRrwv780vuMzxl4i0vTdNS6GplBvIieMnGSckllUnAGPvDn1ryvW/FkV3bg2Tz+Qr7WmQDEhx9/r3wMEj8q9M/4Yj+L3jSZLq8h0zQYo2x9jvtQ3ZAYn/liHH5noK9/+DH7DOieGJI9R8cXEXifU1OVs4VKWUfTlgcNKeO+FOfu1vSy2bkmZVMypU4tJ39Cf9h3xH4z8QeHtUg1qxlXwvbsi6VeXDksxBIdEyPmThSD0ByBnPH1nDBsUVmWdrDY28UFvFHBBEoSOKNQqooGAABwAB2rRt5uME19NRpxoxUF0PlK1R1puo1a5+Zv/AAVmWT/ha/wuaMMStq+NoJOfPXphWOforH2PSvzy8d3F7qXirUEla4meN2wkm8sigZIwyIQAMn7q9+K/Qb/grXMR8VvheowB9kckkjH+vXrllH5sv1HWvg/UPH2qeHvHT30EiSvZ+fFBGeEUSRlD9x2zw2fvsOOpFdiOeRwHcCipLq4kuJpZpnMk0rF3djkkk5JNFMzP6faKKKQBRRRQAUUUUAFIRS0UAMpjxg9qlIz7UmKVh3KzW9QPCav0jLmocUVzGW0RqJk9eK1WiqJrcHtWfKy7mY0QqNozWk1r1xUTWrVNmPQzzHTTHWgbXHXpXD+M/ix4d8HqY5btLq7wdsEDA9Bnlug/n7VlUqRpq83Y1p051ZcsFdnTeWFUs7BEAyWbgCobbVrG8jZrO6hukRtjNDIHAb0OO9fKfi744ah8QlMKXUdtYSHYLeCYJGcg8Mx5c4GfT9ay/hd4t1Dwb4gN6u1rWchJ4fM4mXPy89NwycEfT1FeT/akPacqWnc9pZRU9k5t+92PsAzvIfl4qaDeveqejaha6xp8F7ZzLPbTLuR1/l7H2rQ6CvYjrqeE007M/Mb/AIKw3Dj4x/DEruLrZMRtznP2jjorHP0Un2NfAPjm+kvvEt40sSxOjFD8hVjju2UQk+5UH2r72/4KwZ/4XJ8Nm42iwP3sY/4+D1yy/wDoQ+o618P/APCQ6XYeNpJ73ToFt4xPG8kMIuGZ2QhJDHJK8ZKtg4DY6+1dcdjKRwpPfvRUl3L5tzK6DarOWAChcZPoOB+FFWZn9P1FFFIAooooAKKKKACioZryC2/100cX++4H86oS+JtLjk2HUrMN/dM6Z/nUuSW7KUZS2Rq00msgeKNLbpqVmecf69Ovp1pkvi7R4ATJqljGByd1yg/rU+0h3K9nPsbNFctN8TvC1uuX8QaZj/Zukb+RrHvvjt4K08HfrkMh9IY3fP4hcVm8RSjvJGscPWloov7j0GivHtS/aY8PW0bm0tL+9KjOfKEan8Sc/pXE69+1NqIjZrHSY7ZOgLnzXJPTHKj865KmYYaH2jsp5bip68ll5n0nJIkalnYIq8lmOAK82+IHx68MeBLGeZpn1SaLgxWSmQA+7AH9MmvmHxH8SfFHj+8kh1PVHstOO1SkYyWJP8HIXPOOh6HrXPanDNoqTX0Mkd5NG2PNu1LsxOMADO0A57gjODivIr5s7qFJWv3/AK/zPYw+Trlc6zvbt/X+R6d8SPjPrfiS2tzBcLbWFx8yod0MIAxjcc7mySBjpznHFeP+IYdY8Q3jr5sMNoF3MuVlGSu3BU8H/wCvzUt/ZSW9xG16qi4SJGVrOERxljjduwArEBAM4/u8VBeR2i2kvmPEE2CQnygrAYBHzE/MTj0rwqmIcpXlK777nvUsOoxtCNl9xiQ2c9rcRm2it5bZnBVTGEHUgvwu0HBPv9Ksxay8cMjsJAJOkpkJIIGBjjp15rHvdSuY7hJI5GVd2G3NgFTwenH6Viat4ssLXdJuhUR4UpHyzcZJJ7Ag/WqjJ1NkauCpb7H13+yv40F1pusaJI+97eYXKkjGQ4wwHOSAVXk/3sdq+g1kDKCDXxJ+xbY6v4h8Wa54mB26JDanT1KjiSYvG+AcdFUD/voV9oWKvtAavr8KpxpJSPhMbKEsRJw2Z+ZH/BVuR/8Ahdvw2CAsw0/IVc7iftJ6AKx/JT9D0r4G8aNG3iK8KQzQuHIlE77iXzyQDHGQOnBXNfff/BV0bfjp8NguP+QYp5Ix/wAfLf7S/wDoS/Uda+KP7L0LUvHzw3925gZpXuY5WjtlDAZCpKZpFOfVm7fxHg+rFWR50jzxlPNFSXW3z5BH9wMQvOeM8c96KozP6gKKKKQBRRRQAVQ1++bS9C1G8WB7pre2kmEEf3pCqk7R7nGPxq/RSY1o7n5rXnjK11i4mla6KHlmE0gDH1GOCTmq1t4gt/MVllAidvmw/OOOcV93+PPgJ4C+InmSa14ctJbp+Td24MM2fUsmCT9c14N4h/YJ0hZZZfD/AIhuY1Y5FrqyeenrjchUgfUGvlJ5ROL0ldH21PPKUl70bP70eK2+uW0kiJK+yQngcdfpV5NQiuGCyHyiBk7SCD34rX1/9k74laDcM2l6XpGpw44FrfkYPcgSBfyB7964C++HfxG8LNL/AGj4D1OQdp7e3aRR7bk3cf5zXk1cvrQfws9elmGGqJe8rnVrd2LP5bqkiK23eDtfPvzVu5bTppVkRiE+821xkkf0rw3UNeu7C7aPULK6sZVJ3CaBh/MZFRjx9ZspXhmHAO0jPtXPLDtLS9zqjUjJ6tWPfF1m2W2dZpg+GY71ADc5GPptwOPSq0PiDSobhXdhMB2fkDsa+eb3xpDDtEdvCwZiSoiHH+FUpvH1usQaO2jZ8fwwgY+mBSWFqSKdalBbnvmueJvDtvja0Zldg3lZwODuyAfcVk2vii3sW+bcEdt4DHbx2OWAB4x0rxETeJfEh8rStL1K/eQjEVlA7D/x0V6N4P8A2X/jL4vZCvhybRrY4/f6xOtuF/4Af3n/AI7Xo08vqzhZ3Z5VTMMPSlo0aHi74mQ24hHnbBu4iXLbjxznH41ztx8WEfZCtuZj1GwDJ+vp1r37wf8A8E8naZLjxb4vM3d7XSoMDPtLJ/8AEV9A+DP2bPh54GSM2Phu1u7lAP8AStRX7TISO435Cn/dAr0KOUpJc+h5NfOltT1Pz80rw/8AET4mOV8LeFb66Ej7ROqHyIwTzmRsID9T617j8Lf+Cet3dXcGqfEfXDIufMbR9NcksfR5eg9wg+jV9vw26xqqIoRFGFVRgAelT+XXsUcHSo7I8SvmFavo3ZGF4d8J6V4R0a10nRrCDTtOtU2Q29ugVVH+PqTyTWpt21YZKhkHWuuR55+XX/BVS5P/AAvr4cqN4ddMVhtyT/x8v0wrHPH91voelfBHjiFY/Ed4y3KztI7O4UODGxJyrbo4+R7KBzX3Z/wVXUt8f/h7gA/8SlMKe/8ApUn+0v8A6Ev1HWviDWPDd3qniq5t4vJM0/nzRxwyrKx2IzlSqO5DELgAk89zW0dhSORNFB60VRB/ULRRRSAKKKKACiikoARhUEkPcVYptAym0Z9KiZK0CoqJlFTYdzLurGC9jMdxBHPGf4ZUDD8jXN3nws8G6g2668JaHct03TabCx/Va7VoRULQ+9RbuO9tjg/+FK/D9W3DwN4bDev9k2//AMRWjp/w98L6Sway8N6TZsvQ29jEhH5LXU+SaY0RFFrA23uVlhVFCqoVR2Ao8urIhJpTFinqIreXQIqtLGKd5YoGVlj2896XbVhYxT/LFFgKhjNRyQZq7tFNkUYpco7n5P8A/BVldv7Q3w/QDJ/seM/+TUv+y3p/db6Gvg3xZb3Wm+I7xmDQNI7OpBxlGyOypwRkfdX6CvvT/gq3uk/aS+H0ceS/9ixYC9c/a5v9pfT+8v1FfDereEdY1Xxdd2yWckUs0rujXR8lWBcKDvdyOWZQPnblgMnNarYlnINRTpI2jYqwwwOCD60UEn1TefHj4q2cCyy/GXxDHKYFnFu+s3AbDW/nKMeZ3yF+pFW5vjZ8UV8pX+NmuxpMx8uQ6zcAMguTDvH7zlcAvn0U14t8StJ07S9UtG0vVF1KOSFlfNyk7QmOV40QsgAIEaR4PRh8w4Irk2knkVNzlgg2qGboM5wPQcn8zWjHdn0ZJ8cvihDpa38vxk8QbXjYxK2sXHzOIRIV/wBZ1BIT6mlb41/E7yDcf8Lp10xG4MBmXWLjbxN5eeJOPk/ef7v515F4j0/SbX4d+G7y01R7nVJ3ma7tWnQiJi7D5Yx8y/KiZL4zuG3IzjjDeusezJCZ3bcnbnpnFKyC7Pf5vjd8T5tNlvB8ZPELrHGrMo1m4yrmDzAv+s67sx/7wqWP4x/EhllC/GrXpFRwHf8Ati4IRPtAh3n95wMEP9CK8p8Nadol98PPFV3e6m1rqtp5H2WzFwifaCXI+4Rl8c5xjA5riPOdQw3EBhg4PUZzj+VLQd2fQUHxu+JV9btInxh8QSTLbtMYF1e4LfJbiYj/AFnY5X6qaSH4vfEO8vhbRfGbXZJZJ0gjVNWuDv3XDRAj95z8oEn0YfWvGvBOnf2rrhja8jso1t5nZpbqO28wbCPLDyEKC+Qv0YnBxWE0jK0bISrLyGB9zRZBzM9uPxs+IBsTL/wuLX/N8vzPJ/te4zu8lZNv+s67mKfVTU158UvH1veXFrdfGLXo5YJ/IcPqtxkfv3iY/wCs7Ku/6MPrXhumrBJqVol27patMgmaPAYJkbiM8ZxnrxW58S7PTtP8YXkelX39o2xSKR7jzhMDK0atKA44YBywz7d+tFg5n3PRpviz49toWaf4r+IIpjbiYQtqdxuO6COVR/rO5fb/AMBzTpviV41TaZvi3rqRyMDE7ajcYdDPJEXH7zoBHu/4Fj3rxBpWblmLHpz7V1Piu10yLw74bnsLkzXMkDrPC1wJHixtPKjIQF2lwOpGMgHJJZBzPud5/wALQ8bf2YL1/inr6BlfYp1Gf5nWGOQoD5nXdJs/DPfFSp8RfFl1HIz/ABV1s2yTrC1w19cEDdJKAf8AWf3Yg/0fHavFGkbaFJ46gdq6GGPR18AzyyXlwutte7VtEf8AdvGFUq7LjtmUbs5yQAMZILIOZncRePvFd1Y3Fz/wsrW/3MPmOn26c4JjjYL/AKzu7lPqhNLaeM/EV9PKg+JmslIzln+1zH5A8il8eZ0Cojf9tAO1eSeY3IByK6TwPHpk0+q/2nKsYWxYwq8xiV33oCNwI/gLkDDcqPlboVYOZnX2vjbxFeQvs+IesNP5Ly+V9qmz8sKSEZ3+pdf+AE96lsfFWr32oRWkfxG1YtLOsKHz5stmSRQfv+io3/bT2ryXd1wa1fCwt28QWH2uZIIBKC0khYAY5HKspHOOdy47kDmlZBzM7L/hNNVkhZpPHuq7/KL7GuJT8/lo237395nXP+xnvUsniK/t7+e1uvHepxGKbymJllPSSRSfvdgqH/gftXBeIDaLrmoixRI7MXEggSORpFCbjtAZgCwxjkgE1n7+/SnYOZnoFxrl7Cp+1eL9RjnNuJhG0shyWiidVzu773H/AAD3pJtUKvD9o8W3wglOUk3SHKeZKm7GeOI0OP8Ab9q5DXltVvIfsdyLqJrW3LN8x2yeUm9DuA+624ccccEis05NIOZm7rrNJa2d8NQmvWkYx7pCcqVjjYgE+jSMP+A571R0vxBqGi3wu7S4KTgY3OokGMgjIYEHBAI44IB6itHWl0n/AIR3SBYyK158xnVWk3AlVyXDfKDuDBdnVQN3NZEel3M0HnJEzx8/N9AxP6K35UCKpy7FmOSeck0VNe2cthII5QuSNwKOrqR0yGUkHkEfhRQI/ov/AOGX/g3nP/CpfAuf+xbsv/jVH/DMHwb/AOiS+Bf/AAm7P/41RRQAf8Mv/Br/AKJJ4F/8Juy/+NUn/DL3wa6f8Kk8C4/7Fqy/+NUUUAJ/wy58Gf8AokfgT/wmrL/41R/wy58Gf+iR+BP/AAmrL/41RRQAf8MufBn/AKJH4E/8Jqy/+NUf8MufBjj/AItH4E46f8U1Zf8AxqiigBP+GWvgx/0SLwH/AOE1Zf8Axqj/AIZa+C//AESLwH/4TVl/8aoooAP+GWfgv/0SHwH/AOEzZf8Axqj/AIZZ+C//AESHwH/4TNl/8aoooAP+GWfgv/0SHwH/AOEzZf8Axqj/AIZZ+C//AESHwH/4TNl/8aoooAP+GWfgv/0SHwH/AOEzZf8Axqj/AIZZ+C//AESHwH/4TNl/8aoooAP+GWfgv/0SHwH/AOEzZf8Axqj/AIZZ+C//AESHwH/4TNl/8aoooAP+GWfgt/0SHwH/AOEzZf8Axqk/4ZY+C3/RIfAf/hM2X/xqiigBf+GWfgt/0SHwH/4TNl/8ao/4ZZ+C/wD0SHwH/wCEzZf/ABqiigA/4ZZ+C/8A0SHwH/4TNl/8aq1B+zb8I7W3e3h+FnguKB87oo/D1oqnIIOQI8cgkfQmiigCG4/Zh+Dl5J5lx8JvA08mMbpPDdmx/MxUUUUAf//Z) | ASR 1077 x027 1409 Bearbejdet produktionsaffald
Tak. Gevirgrene |
![](data:image/jpeg;base64,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) | ASR 1077 x027 1409 Bearbejdet produktionsaffald
Tak. Spån |
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) | ASR 1077 x032 1409 Bearbejdet produktionsaffald
Spaltet tak |
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) | ASR 1077 x032 1409 Bearbejdet produktionsaffald
Tak. Gevirgren. Én med flere sav.spor og indhak, én med dobbelt spids. |
![](data:image/jpeg;base64,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) | ASR 1077 x032 1409 Bearbejdet produktionsaffald
Tak. Gevirspids |
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) | ASR 1085 x002 1409 Bearbejdet produktionsaffald
Tak. Tandpladeafsav |
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) | ASR 1085 x002 1409 Bearbejdet produktionsaffald
Rosenkrans. Afsavet. diameter: 5,6 cm. |
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) | ASR 1085 x009 1402 Kam, futteral eller dele heraf
Tak. Kamskinne. Krydsskraveret |
![](/grafik/intetbillede.jpg) | SJM 1160 x0193 040101 Vævevægt med ornamentik
Fragmnet af vævevægt med mulig stempelornamentik. |
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) | ASR 1085 x002 1409 Bearbejdet produktionsaffald
Tak. Spaltet tak |
![](/grafik/intetbillede.jpg) | SJM 1160 x0194 010701 C1 gods-side
Lyst gods, rødlig yder- og inderside. Magret med sand og mulig chamotte. Hårdtbrændt. |
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) | ASR 1085 x002 1409 Bearbejdet produktionsaffald
Tak. Kronekløft |
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kQaZJPNJBrtsYbhTgIlwo3RsecknDr7bgPevunxz4ZtfHnhi60ybCSnEttN3imXlHH48H1BI71+UXhnxZceAdRsZbZAr2t+t0s6k7vMRlZUz/d45+pr9XND1iHWNNs9Qtm3W13Ck8TeqsoYH8jXpKPLFx6Hj1376mtz4+8Uafc+LNU1RhYxWt9GwQrDGdznowbnCsNrHJ9q858SJLDCt00c6RtMI2/e5HmD+JTgcEDtnnBr6h+M3h9vDGrXms2MUgXWlELmHAKTYwSc8YKgnpyc+teGa54Tg1L4d3Go2u6O902Ytd2kgO9V2YyQQT94E8cYyOteRy8kuVn0FOp7SCmj6I/Zm+Oi+MtPXw5rE6nV7VcW0zOCbmMduv3lx17gZr31m+Wvyzs/FMvhvUrHV9OeSG7hO/7VBgCOQYKrzgZ4Jr9Cvg/8ULX4peBbDWYnjF0y+Xdwxt/q5R1GOwPUexr1KFVtcsjw8Zh1CXPDZndF+ayPFHiuLwrYx3EkRnLvsChtvRSx5/DH1IrS3Vy/xFjjl8Po0mQI7mJgR67sY/HOPxqqkpRg3F6nNRjGVSMZbEvg/wCJ2k+Nj5NrI1tfCITNZTlRLsPG4AHkZOM+v4Vw/jTTZvD/AIqM8Rb7JfKWXC/cbuM+nT8xXkNjHfaFr954g0ySd59PkJhikC4MZxlT0OA2/wDBj7ivetWuIfiN4BttSswVmMYuY1U5ZWAIePPqDuH1WvKjWeLpuM17y/E9f2SwdVOL916HmniibzGtZslPL5LDBORg4A9P8+lczq+gS3Q+1xou7HmgoNwGeRj0611schuLPyWCu0YMqsfmIAHY9jxXGapfSQpA9lLtOwxvbs+AjZznGOn9K82TadkevFXOa17WI5ltI9sgaNgXIPzRsBxx17Hn6V9WfCDxlJ4s8Mqt04e8tQqmTvLGR8jn3OCD7ivlCHSZY9YWWFGmKo24gjbkE88nvj8K3/hH49uvBXiC0leTdbOzQTRjkOgOcezDkj3GK68JW9lU8upyYzD+2pu262Ps1TT+1QwypcRpLGwdHUMrDoQehqSvq0z5Gx+Xf/BSF2T9rLwiUaUP/wAI7GB5Loj/AOtu+hcbR+NfCa+OZ7XQ/EWkmzt8aqYg7Rqsax+W4bIVRgk4Az7nrmvuf/gpErSftZeFlELTFvDaBVWJJDnzbror/Kfx/nX5/wCoJd37Xd8LbckbAzSQQBIo9xwMhQFXJ4HTpVIJGOJArkEbiT+VFNVf3ntjvRTMz+mmiiikIralp8GrWFxZ3KCSCdCjqwyCDXiGnW91oGrXGjXbMfsrBVmOPmTOEyeucdz1GO9e8V5v8VvDT+Zb+I7TcZrVPIuIV/5axlhtP1U559GNcmJp+0hfqjuwlX2c+V7M8+8c6Yfsf2f7QUgkkWOPJACszDYSSfUlcdTkY9/n/wCJfgK31B7idIDbXCgARwkhJOxI7Lkjp+PvX0tL5XiKzkhdVyRsVs5PYceh4/PBrgNd8O3l9HcLIySeWCGUDHmvj73HAJ+U465yM14VKTjKx9DNXjc+L/Emk6hoV4zzQeezINzmPOw5OAf9rGDj29q+9v2VfGreNPgroc8w2XdlusZ0/ush+Uf98Mn518zeOtDu9Pv3uLONrOJfM3oXyijcVBPUna24Z9G9DXrP7Et440vxZYhSsKT290vTlpEZWOO3EacV6sJX3PMxEbwuuh9EeNvDcXi3wzd6fJGskhHmQ7u0i8qc9vT6E14ZHodv4g0u7R7W3Sa98xLgSDYz7SFIZgODkA8d8Hg19GxtlRXleoaauk/ELUbaUulrfILiBcLsDH7zdM/eHT6Vw4iNlzm2CqPWD9T5b+Ing+68OXOpaa1rK2mSOGgE2STtUH5W6EgsR+PNa37K3xAfwH4zhtLuVRpWtOLSRmcDZMP9WSM8cnH/AAM+lewfG/TwfB8EnkNLNFIAwQZKhujE4/hO0+mQK+cNU8O3MLXFrLAtpFcSiQBslkmGSCuD0I5rnp1Xa/Y9OdNVE4vqfo5HNkc1h/EK1+3eCtVQOYzHD5wdRkjYQ+cf8BrkfgX4+PxA+G2k6lLJ5l7Gptbo5582P5ST7kYb/gVeiyIl5bSwSDdHIhRgRnIIwa9a6lG3c+bs6c9d0z5jfWILPWLKOwllvYLxmMomiUu8W0lUDDuCWPvj25i8B+IdZ+E/xIh0yUu3hbWriOPyJAALed8IHT+6CQmR0OcjnirjW5bxdpukXCkC1SSZPscREkWwbdyk54+bGAMEAehrA+LUFy2iXN3d27TXljGJlNuzRySROHUHCnJA6/XPtXjxi4K8eh9BU5anuvqeheJLJ9B8YT26/LbyfvY17FG7fhyPwrndRsYm1y3ktx5NqUAuF2cEDJBY/jUvw+8YH4pfBzQvEdzL5+safnT9S/vsQcbmGcgsNj/8DNWbqRG02e3jcvJGu0ZHYjgH8DWdaPvXXU0oVG42e60ZiLrVpJbXEkNvGjxKVUMMF8dMe3H61yDawFkja3snjnuWZnjOQm4ckgnpnn/JzXQaVYrbxNPKPLz/AH29c9c++On9KgutDmms5rWYeVhvOt7qLOVY9VPtk/iDXFtI7tLH0z8GPGMfi7wVa5+S7sgLaaNuo2jCn8QPzBrujXyx8GvGE3h3xFZxySRgzBILyFTgOGwFlA9Qc5+vvX1O1fW4Wr7Wmu6Pj8XR9jU8mflf/wAFI9kn7XHhpZY45UHhyP5ZrRrpfv3R/wBWpyefTp17V8Lv4uum03WLOaCzkt9QMZdvs6o0ZQ5HlhcBCcAMQOQK+6v+CkRMf7Vnh6U7VQeHogWad4B9+5/jQFh2/lXwLqCXmpLLfT+fcqjKJbhgzKGbONzHudp69cH0rvWxwy0MVyXkLdOc4AwKKseWPL3v90nA9TRTMj+mKiiikAVFdW8d5bywSrujkUqwPoalooA8CuLGPQdcuNJnYefExliThfkBG3Ht0amatfC1juZIELtEoklVQSdpJDHjOSOTjrkDFdj8bvCc19pUWvaemdQ047nAH34u4I749P8AAVx1rrUGreHzcwKwnK+XNGSAwIyOfxB/Ovn8VR9nK62PpcNW9rDXc888daDFqMbS4W2vG+XzEIBznhzx0yB+dZ37JNufCfibxHodwrK9xDFLFnplCwI6DsR+Vb2sWokmsbxnkdImaORUcHaCMEkHqA2fXrVDRJYvDfxK0u9idsXEotzjHKHbk8nsGb6+nFZwq8ppUp88XE+mIT8tea/G+D7Pa6XqZiWaGOXyp4yDllJGMHtg5/MV6RCa5f4nafFfeE7mFt37yRW+U9wCcc9OldVZXizzsLLlqRZ574zsLm60GZYf9Mt442W4RvmyhUklSe469ew9K+fIdZEmn6jFf2a3y2rMUdeJgirgMTknDZAzgYzX0n/bSaj4Ze4d1itvI/eSkKMEDGcds4IrwTT/AAxN4k0vUp0mtxcQlYPs7SFGkXBBzwOcsh45/SvMg9LtHvv1Oq/ZL8Xw2OtXOi+aoj1SI3CxgEYnQndx/tJzn/Zr6vilwRX55+C2uPB3jbTtWt4dq2lwjtJC3yiPP7w49MkL15BzX6AW86zRo6MGVhlWB4INejSdo8vY8XGR/ec/c8E02SS08ca4GMm2GFlTzc7nPmurbSeMLjGAO2ec8L8QdFfUNBtJIoobqUwMsUxOcYPALDJHLMox6471o6xKG+KHiewn3FhHFNAwbgxuqF12gjO10Vj3/eeprorrwTbaZ4ea2LNs+0ZLAdFIAXJB6ZUc+/NYS0XKdcZaqXofNX7OvixPA/xl1n4f6kGTTfFFuptJMEIJgjOpGegYFgD1yFr2C3ulsriS2uoFE0b+VIuM9DjH6EV5J4k0S91jXhckNp+p6PctcWd/FAP3Ekb5AAxuK5A+ucYzmvouTwXqPi6OPxBY2cU0ep20MrKkir5cu0CQfMQeGBrBwlOHKlqvyOjmjTqczdk/zRxGrafB4g1BXSRVhiAUq/BGTk4XHp29qwtQVrW5WxSZxA7HcGIy4JI+XJ4HAr0rVPg9r2pwBILRbSReS0k6bWIHoCcdT+QrW/4UTdaxHC2pT2cMsYwrQhnKnGM84H4dBis44WtJq0WavFUYrWaPCJbaWw1h5knMhUskUqclMnoSPcH8xX2R4F1xvFHhHS9Scq0s8I8wr03r8r/+PA159o/7Ouk2d4895qNxdxum14EQRqxIwSclvU16poej2fh/S7fTrCEQWkC7UjBzjnJOfXOa9rB0KlK/OeHjcRTrW5Nz8v8A/go+0q/tYeGwspiC+H4yGWZYSDvuP4m4Hbr/AFr4SuPFGsyWerafNezPDfvE92ZmLPL5W7YCx5wN3T2X0FfeH/BRiSZ/2vPD6W6TNIvhyMgW6xs+d1z0D/L+dfCOoeG9akt9Qv763lhW3lRbmS8cRy735UbXIZjg54BwOenNeqjypGFJiVumI0XC7qKjZvkZe5OfwopkH9L9FFFSIKKKKAGyRrLGyOoZGGCp6EHtXgWteCD4K1a/s7ZylneM0ttGW65GeD2IIxjnPB717/XP+NvDC+KdFe3U+XdxnzLeTgYcdjx0PSubEUvawstzrw1b2M7vZnz9ZtcrDcPfvEy+cxTyWADJjacg8Hqe/YVx/iDw/BJa2mpJfXAaN3aNiwO5yNy4A9uQexA5rr9Wso5vNtLo3FlIZCrRhMNEc8gk8f3uT1965nxBcQ2cMAjgSS2/eGaFnEmHILKdvU/dcevtzXzvWx9Ku59FeH9Uj1rSbK/i/wBVdQJMv0ZQcfrUHjPYNAkZ13BZEIX1O4Yrh/2efFD+JPAjRyrHHNpt5LZsqHoBh1B9CA4H4V3Pi24NtpcWE8xnuI1CYzu5zj9DXe5KpS511R5EYOlW5H0ZwjaLDJoE0c9vDPG9vteGNgCAFAPJ+uPwryr4bwLF41SyFvu8wysZZXIkGAMHKk88D6cn6euaxbXFtpN3aO8kom37njTc2WJIU9c44GTxXj3hG8S18Tx3ksbSwK6A7srgOW+91BPy4x6HHeuBe7G9z2ruV13OQ8aLcWd9fJNZx20BvJoUaHCMwBA3YJOdrE8EdfzH1L8LdWXV/Aeh3AYtm2WMlhg5T5Dn3ypr5n8cT6hqq2t9NIqwpM8CAoOm44GR3JGenYdMV7n+zzdC4+HcEa7ttvcSxDd7kOce2XNdGHWpxY34F5Mh8VQpo/xr028xMBeae0nA+RmizuGSf7uw+vAru9WdNPjlM0jKkq7FCnJT5W/HrjpxwPemeNdPjltbO8ZF8y2nXEm0FlRiBIBnpuUbSfRjWfru19UM0kvzWqsxtM/NKu0HcoJHHG3PPOa0lH3jCnLmijwLXbWObQ/tc9puW7n+0QxO+TtPC9B6YO0kZJPHSvbPgD4yBtj4du2USjMtvnIOCCdn1wCfwNcN4g0eawtdSuLtH+zRl7m3t3jRUeOQlijNz8y52YPQL71S+DOnXXjbxpZ32nWl3Y6Np7JILh5OMjgoOTxkHGSfvA46moptxqLlOmsozpPmPq/FKBQvzVIqGveR86xuKkUUqpT8VZLZ+VP/AAUeVbj9rjRYTFHMW8Ox/JNaNdL964/5ZLy39OvavgufUtR0i11DSZTJBFLIv2i2kjAbcucZyMqevTHvX3d/wUekjX9rzSQ+0Y8PQ/NJcvbqObj+NBuHP59K+GpvCN5DpuoX0stvFHZOkbxNLuMhfH3CoKtgMCfmyKsTOfRhz1/OikjG5gDwPWigg/ploooqQCiiigAooooA4D4kfDseIl+32WFvIxmWErlbgADAPocgc88Z4r5e8YWN1q327TvKMWpR9PMUx7AwI3KcDj7w6nqcY4r7grzrx58FNI8a3Ul8s0+n3zYctC+EaReVcjqGHqCM9815WKws5P2lDc9fC4uMF7OtsfKH7E/j6SXx94m0G4RoYtST7TDEzlyk0GEkz6bgT/37NfV3ii7EF5YW52lWWWVt5AAAUAEntywGa4T4TfsuD4c/EKPxNJfQO0UcybIAczGRVUl8gYxjOeTkmvVvEnhRr6ae7hRrh2gEQh3hcYJPy54yc9z2FctPD1aeG5WtexvVxFKpiudPR/mecz6hdaa0hFlJcWixhiIwFmL4J24PB6A5z3PpXjeqMsttqTJZy2Ukk4WDzmDmMg8A5xhju2j0z3wK9o124l0uBEZHs713RWhugQQGYDIboT06HnHvXlN7fyeEdB1RtR0o3d3dM0afMjNgndnAPGfvZ5PHr05GrKzWp6UJXfMmeceJNYXXrJIJr1LcLcyBUkwSwDY+X0HH16HvX0F+yvb/AG7wDfsw2CPUpI1TcDtASMY/z6V8s6lqjWOm20hfznVlQweW0Y27y2SM4JACnPfB/H7M/Zn0yOH4aiaELtu72a5LKMAltp6dsdPwruwtO0rdDix0/wB2eiXGkx3FnLEeS6ED614v4mupNN1iJhEy/ZZniuWGQ7wSqCzAnoFfHfg7ScCvfhCRWZd+E9Pvr37VNBulIw2GIV/94dDXXWoSkvc3PMoV4037+x4/4S8FSeJl1BoFuodN1Jmkma9Rf3DNkOqKep69RjofavY9F8O2Ph/T4rHT7aO1towFVI1x+J9TWjFbpCqoihEUYCqMAD0qULWtDDKj7zd5Pr/kRXxLq6LREaw4qQLTqK6zjuJiilopiPyn/wCCijY/a+0wpP5Ei+Hohv8AOWE8mfjcwI/OvgW6nv8AT47zTReMlq7jzoILjfDIwPBO0lWx2PNffP8AwUSiMv7YFiFDu58PR4SJEduk3OHIXH1r4Nu/Dt1Fp+o326KWCynhglaBxIoMquykMuRj92R164qimYp4Yeg7UURqZDiigk/plorwBv28Pgki5bxjgf8AYPuT/wC06Z/w3r8D+P8Aisv/ACnXP/xulZjsz6Cor5+X9vT4HN08bJ+Njcjtn/nnUbft9fA1cZ8Z9en/ABL7n/43SCzPoWivnv8A4b6+BuM/8Jn3x/yD7n/43R/w3x8D9hf/AITL5R3Nhcj/ANp0BZn0JRXzu3/BQD4GR/e8ZMD6f2dc5/8ARdV2/wCCh3wHVtp8ZSZ7f8Sy65/8h0BZn0hRXzf/AMPDvgPtyPGTnnH/ACDbr/43TT/wUR+A69fGMg/7htz/APG6B8rPo26iE0DIYo58/wDLOX7p+vB/lXJeIfhP4e8RM7TWzQs4IbysENnuQwI/KvG2/wCCi/wFVcnxjLj/ALBlz/8AG6if/go98BI8f8VdcHPppdz/APEVEoRn8SuXCc6fwux0Xi/9mH/hIb4zW+tQwxBcJDJZjA46nB5POc4r1P4ceC0+H/g+w0NZxctbhi8wTYHZmJJxnjrj8K8HP/BST4Bj/mbbn/wV3P8A8RTP+HlHwD/6Gu6/8Fdx/wDEVnTo06bvBWNKlarVXLN3+4+oaK+YP+HknwGbdt8U3T7Rk7dLuOB/3xUX/Dyz4CZx/wAJPef+Cuf/AOJrc57M+pKK+Xv+Hk3wIJIXxLeNj+7pk3/xNRN/wUs+BC4/4qK/OfTTJv8ACgLM+pqK+V2/4KY/AdOviDUP/BZN/hUZ/wCCm3wHDY/t3Uv/AAWS/wCFA+Vn1ZRXyg3/AAU6+BKkj+2tUP00ySmt/wAFPPgWvTVdYb6aY/8AjQKzPk//AIKKqk37YVukiQyJ/wAI/DkTWj3K9JeSifMfr2618CXYFvdTRxzpcRq3EkYbY+DwQGAOPqBX1d+158fvCPxk/aPXxb4furj+w/7IjsxNdma0bzArg/6sM+PmHbB7185f8I7pS+G9VvP7YgnvYHCwpE+0SDMfRHAc5Duc4wPJOc7hihs5mM7QSPWipY4PM2qM/MewooJPdbn4oPcaW6/2LpqyublJHW3+XZNtI2jPDIVbB7AirmoeO7y20uDVH8NackzXguGzZL5G2SDZCijdnB2Stj1UGiitRnLt8VPLt7OOLRdMMkUUEcryWwbeYnJUjn+IEBvXHatbxl4i1bw3b2Ed94a0+ykmgkhld4EKNKJd7eWVY/dVo1OeQdynpwUVIGPN8VC2PL0bS498cyy7rYH5pDklOeAuBt9OfWtfxh401LwzqlpDceHdOtDJHBfrb3VspOWtxGwIVuFLbm2nkHBPpRRS6BfU5+b4jySTW8Fro+nt+4tYVEtuGdmhwS2Qed7ZB9VwPen+MvFF94Y1/UNLudC0+0dFcLHLCruqSlZVO5WKkgFcEHgHFFFLoFzJvPiU91eTiLR9OiglebYn2YF1WTgDI7qMY44NXtU+Ib6d4mm83Q9PW3t9QZntpLZVk2qvlFDgkD5eT1G8ZoopAUvC/jK61bWtNsP7I0+eFfs6SKkCKxjgYuzFmYKCVDbmYgEDnAqveeNrnT9QubLUtEsYZITPBNCLcJIrtJuI74KsuB6DIoopiDRfEd74k1CW0j0nT3Lw3EnyRJEFLRlVJZ2ChQ23GT34ySBWda/ESWO8M0umaewDmUItuAN/lGNR/u5wxHc0UUAXvDuv6pq1jqS2mhw37WFjDMzW1pv8tIZlJkk/2SGIY9+M8A1nx+PpWhuUk0+yLSRSJGywgbGeUOT74AKj0BFFFIZp6b4i1HVNH1m+TTLFo7YfNIscaKjS8YwxBY7UYgLkjBPSqkHxHuIv3n9n2BnEySofIGzAiaMqV7g5B+ooooA0Ide1OXwlc6mum2TQW0tpa+fsjGPLLsAVLbizHbkgYIVs9KxZPHU8lqY/sdmsrGZWfyhgrIwbAHYg5wfQ4oooAu3XjK7bS4rn7Dao1xPcIZfJUIcpHwo6gjdn/gQ96rf8LAukSEpaWYnSczMxhUqf3YjC7fQDJ9yc0UUAReLYLz7HoU91apbhrJY1eMoRJjLAkKThtjxkhsHkHoRWDHGSOOlFFMCdWI2rz1znvRRRQI//2Q==) | ASR 1085 x002 1409 Bearbejdet produktionsaffald
Tak. Gevirgren |
![](/grafik/intetbillede.jpg) | SJM 1160 x0194 010301 A1 gods-side
5 af skårene med glittet yderside. |
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AQDg88Y7mp5PCd7G8N7HdtHaGcRJHGoCyArhdw7DcMEj1ryOb3bI9q3vXZxF4B5FvYJLHa5uPMikRQ6tjKtu787RwOeBWzZ6Xa+U5Hl3CKEYTGMsCepYY7kkcY7e1c34lhvY7xtPLrDbxSB1bYB0AXajAZY4A9ccZ9a3fBviC01LTJLOe4A1GD5tkxJklQAEBuRjBPvjjGe8yu0mUrbGJquj3Gg6kupWcj/ANoqVknlScmUY2kBm52tkjBHqvbNfXPwB/aGj8bRwaHrwktdX2f6PczLtW5HTaT0Eg/8e7c18v6jsPCNMViP7wyZ3mMHOG6ZBGTjHpyOlUdN1KfSvtTpZvFeptNu0WQOBnBJ7cj8s966KVaVLU5K1CNZWP0m9KWvDv2dPjZJ4+0+HS9T3NqMcPmw3LEZmQHaQ3+0Dn6gZPqfb91e/TqKpHmifO1IOnLlkNavyL/4KwTBf2idKGFyPD1vz/23uK/XRq/If/grCpP7RWlnBP8AxT9uP/I09bx6mR8wawtt/wAK4ttselrPtTLRavJJc/e725bavvxx1riNJ0S68RX6WVn9n+0MCQbi4SBTgZ5aRlUfnXqrXmqeHPhrZanb6fdeWqptk1DwPYtZnccZF6+5n9iVyelcb4T8XWEnjaTVfEMNrHvt5Eikt9MhMEE/llYpDbKFjcBsEjHuQ3QvsBzviTw3qXhPUH07VIVguljjm2pMko2OoZGDISCCrAjB6EUVY8eapa6t4mu7uzv77VI5Vj33uo4Es8gRRI2ATtUsG2qSSF2g80VL8gP6WaKKKzAKKKKACiiigAooooAYwqJqnpjLQBBVa/sYNSs5rS6iWe3mUpJG4yGB7Vb24ph4oGfLvirwR/wguuLpl2ourG4lMljdzE5xhshu2RwD25z3xWLfaVJp+nm7tpZHULmWFpMIF+9kLgYKk+g4I9K+m/G3hC18aaDNp9yoWT/WQTY5ikHRh/IjuCa+Y9T1K40eO60C6tpFvrffFMVTZyASWyODuB7dzXz+LoujLmjsz6PCV1Wjyy3RyFjYpqWInuZH2u6PC6ouXU5DjBz6d8EGudu9EGn2t3PJtTUc+UojkXaWzw2SpzwVOT09OK63Q9PgNpJcSzOslojQGRlzvUkMFPPzcnr3/lLdeB5NXS5tII4YWGVPO0ggg8YGM5wSPQ/n5zeuh6SslqeZ2mkaxpejxNawSXlxInm3D3Dbyuckdhn+LgDsfWoV8T6PoMOm/bbh4Iro7SEgZn3dATk8cjnHPStnVLPUPCZMUcc0UrbXXbmRGYksV8wnAbJbr2P0qpPotlfaXcwXlpFcFrMzN5PzMGYE5Vvr04HpzWkXr+82Jlt7ho+D5rzwnq0fik3VxYSRMHOza6XCqwVJUGOMg7SuOQec4Ffdvg7xLH4u8K6TrUSNEl/ax3HlsMFCyglT7g5H4V8QfDL4c614k1QaWkJPm264DN8kaDjlwTkA88eo4ya+zPhv4KHw+8K22irfzagsLMwklUKF3HO1QOij8epr2sC5O7Xwng47l0/mOrZq/Iv/AIKuMG/aG04A7iuhW/y/9tZua/XAtX5Cf8FV2/4yTtOw/sG27f8ATSavYj1PJPmfXNPs4vh/byrZaOl4RGTcQ6s0l0QT3g3lR78cV5w4Jbkc17RNqmu+HPhzp+oW8WpJCEjCPeeELQWRye12xYv7Erk14/eXEl1dSzybRJK5dtiBRknJwoAAHsOKAKm00VISSc4AFFID+nOiiiswCiiigAooooAKKKKACkxS0UANKUxo6looArGI15R8a/hTB4ltX1y1hZ9RtoiHiUZEqjGGI7sozj/6wr2CkrOpBVIuMjSnUlSkpRPiNYUa4t4UlmhVmZBH5IG8ngAnBOTnjoDgfStbwTeR2N5eW0puW+2zSfaG2NH5Uh+YjJGAQDnqDz1PQ/Qvib4U6dd6s+r21okk7DmH7oU4OWTtk55H415J4wsYtS1aCydJRukKzPCduwbcB/8AeBG3n+8c9a+brxeHlyv7z6SjUWIjdGF4o+Gqah4dgstP1SW1vbMGe3vJF+8GZsRtxyo4JHUfjXL2XgPUNaaytbSBYb6Rtv2SHJKFSC5BHROmGPHIPHSvVvDvw61vxveo93c/ZtNjIEjbDh3UkErzzuHvxnn0r2/QPDNj4bsVtrOLA/jlYAvIfVj361OFwtbEyVSpK0fzKxGLpYaLpwV5fkct8Mvh3bfD7w6llFHGLhzuleMe5IUH0GT+ZrrxGd1XDGKTy6+shCNOKhHZHy9ScqknOW7KjR1+Qf8AwVYjJ/aQtOmP7Ethjv8Aflr9hmWvx6/4KtSN/wANJQKBgDRLUZ/4HLWkdmSfNWuW+nw/Du1kSHQRfEIDJa6jO95153QlvLHvgV5/pul3et6lbWNjA9zeXMiwwwpy0jswVVUdySQMV6/dahrfhn4Z6bqVvZ6kkPlxqk2oeDrQWTBv7t224v7ErzXGeCfHEdv8XPDPibXSi21nqtpdXTWdrHF+6ikQsVjQKudq9gMmm+gHDMNtFW9baybVLk6Z5/2DefJ+1bfM29t23jP0opPcD+mmiiisQCiiigAooooAKKKKACiiigAooooAKKKKACsfUPCOkapM01zYxySMcuwJXfxj5sHnj1rYoqZRjNWkrlRlKLvF2IY4EhjWONFRFG1VUYAA6AUpWpKaa0RIzFNxUlNNMCJhX45/8FWpSP2mY1B6aJa9P96Sv2Nevxt/4KsSf8ZPEemjWg/WSrjswPmvXf7J/wCFf2hgt9AXUNse+S2urtr0+u5GPlD3x+Fedsete1X+r+I/DHwz0vUbb+3YbcxxIkl94Wt0scEcbLosxfpwSvzV4tczSXFxLJL/AKyRizYAHJOTwOlDAN5VSoOFYDI9aKY3ysB7CikB/TtRX4TD9sf46MVx4/8AEhYlEC/aH6uMoPqw5Hr2qMftnfG91Vv+Fg+I9pUsGW5bBC9SPYd6OTzEfu7RX4RL+2R8c9+F+IHiQ7mVQPtLk5YZUfUjp60H9s744gRyD4g+ISChcH7Q2CoJBPuMj9KOTzC5+7tFfhJH+2d8dmZUXx/4iJJVQBKxJLjKDp1I6etPl/bL+NC2oMXxF8SSbl3qxuW4UZ3c9wMDntRyeYXP3Yor8HR+2N8dHxt+IXiQtuRQBdPklhlRj3HT1xSR/tofHJRuHxD8RMrKXGblj8oPJHsMUcnmFz946K/COX9tL44zeWh8e+IFOVH7u4cFiwyo/Ecj1pf+G0fjWy7x8QfEYG3fn7SxG0cE/TPejk8wP3bor8Hv+Gyvjj5m0fELxI2SqDF0+dzcr27joO9R/wDDZfxymYuvxE8R7SpcBbp8BRwT9B60uTzA/eWivwe/4bM+Om0qPiD4iJ3KP+Phs5b7o/EdBULftqfHIqpHxE8QEY3D/SW5UHBP0zRyruB+89FfgwP20Pjm3yr8Q/EZYlVGLhsktyo6d+3rTP8AhtT45bdw+I3iHaV3Z+1N0B5P0o5V3GfvVSNX4N/8NqfHSRCo+IXiIHKjidv4uVH1Pb1xUDftqfHKT5x8RfEQG0kYuWxgZyaOVdwP3oNIa/BU/tnfHN2JPxF8SZYqOLlgMkZA/EdKjP7aHxx8vP8AwsjxIQQSD9pboOpp2QH70yV+Mv8AwVXcH9qOUemj2g/9Dryxv2zvjgxx/wALJ8Sk5Uf8fLdTyB+P615b8RPiJ4i+JmvHXPFGr3mt6nJGsf2q9cu5RcgLk9hzVKyQGj4gh0xfAdk0Ft4bS+Ij3yWdzetfHjnejsYR77R16VzHhnwxdeKtSe1tpILdYonuJ7i6fZFDGoyzu3YdBxkkkAAkgVq2PxY8VaZYwWdtrEkNtAgjjQRodqjoMlaf4f8AHYOtazN4ga4vINasmsrya3CiZRuR0dQcKSGiTjjIyMjOaWmgGJ4q8OXfhXXJ9MvRH58QRg8Th45I3RXjdWHVWRlYHuGFFXfH3iaHxZ4lkvrWCS3s44Leyt0mYNJ5UEKQoWI43FYwTjjJNFD30A9EsvjV9h1CyuTpe/7Nf6Je7RPjd/Z9u0O3O3jzN2c/w4x83WmTeKx4f8HeGJRB9o+06TqdkRu2lfNlkXd0PTdnHf2qGT9mD4y8H/hUvjk59PDd7/8AG69A8Vfsh+OtN8K28Vt8PviNqGvQ2lpdFo9Amks2M6LJJAqhN6PFv2secsjgheMu5J5/a/GQ22qWt3/ZmTDqGjX23z8Z+wW7Q7fu8b92c/w4xzReeOIdL8NaD5QjupZtFvrGaNZRugMt1MwJ69iDjjINNH7L/wAZev8AwqXx3/4TV7/8apx/Zj+MpGP+FSeOv/CavP8A41TuMdpvxo/s/VLO8Ol+Z9n1DRb7b5+N39n27Q7c7f8Alpuzn+HGOetF14qHh/wj4Wl8n7R9q0bUrPbu27PNnmXd07ZzjvTf+GYfjLnH/CpPHXt/xTd7/wDG69A8WfsO/FLS/Bel6xY+Hdd1eU2UM0+kRaFqP2qCSSRwY1RrcKduAWAbIznGCpJcDz21+Mn2fULa7/szd5OoaPf7fP6/YLdodudv8e7Of4cY560lz42h0rwz4fEQiupZdGvrCWNJQGhaW5lILDk9GBwcZBoP7L/xmC/8kk8dev8AyLd5/wDG6B+zD8Zu/wAJPHXHT/imr3/41S5gE0/4wmx1Gyuhpu8W97ot4U87G77BbtDt+7/Huzn+HpzUl94o/sXwV4dIh84Xul31oV3bdu+5b5unOMdKYP2X/jM3/NJfHQ/7lq8/+NV6B4q/Y/8AHOleF7OO38A/ES91xbO2u1KeHriW0kMqK0kAVIy0TxlyDv8AvFG4XjLuB57YfGL7FqdtejTdxh1DRr7Z52M/YIGi252/x7s5/hxjmom8aQ6L4d0BIQl1JJot7YzIkoDQtLPNgnrggMGxxkEVKf2X/jL/ANEk8df+E1e//GqG/Zg+MxPHwj8d4/7Fu9/+NUuYCS1+MzW+pQ3Z03f5eo6Pf7fOxk2MDRbfu/x7s57YxzSah4rGi+F/DZNv5323Qb2zxu27PMvbj5unOMdKRf2X/jKevwl8dfj4bvf/AI1XoHiT9j3xzb/DfTtTtfh98RX1+WSOOPS5tCmmAiw5lkIjjJiAfaAr4ZtxOMDNNMDzrT/jCtjqNleHS97W+oaNfbRPjd9ggaLbnb/Huzn+HpzVe48YW2meFdEij2XMk2l3llKiSDMRkuGYFh9MHB61ab9l34zAY/4VJ46/8Ju9/wDjVJ/wy/8AGZV/5JF46/8ACavf/jVLmASx+MAt9SgujpjMI7/R70oJvvfYYHi252/x7s5/hx360XniYaD4b8OuYfOF5ot9abd2NvmXM43dOcelKP2X/jMVA/4VJ46/8Jq9/wDjVbGvfsn/ABfs9P0GSD4a+Ob57myaaaFfDt4fsr+fKnln93wSqK/OP9ZnvknMBz8HxaEGoWdwNOJFveaPd+X5/wB77DbmHH3eN+c5/hxjnrUM3i6HT/CujBQlxK9nqFpJGsgDRea5wSPxzz1q637L/wAZmwf+FR+O/wDwmr3/AONU1v2X/jM3/NIvHeP+xavf/jVHMBRtPit9m1C0uW07f5N5o90V87GRY27Q7c7f492c/wAOMc1jeM23aD4Oxwf7LkOP+366rp4v2WPjPJIqf8Kk8dLkgZbw3eAfn5XSu28ffsdfEXTbZX0LwF4+1U2d1Lp00dx4cuvn2jcs8AVD+6djJx2wDk7uC90M+dtufagD5gP6V6eP2W/jN/0SLx3/AOE1e/8AxqpE/ZZ+Mo5b4SeO89h/wjV7/wDGqgDy0EluB+lFepn9lv4zGPH/AAqTxyBn7o8NXv8A8aooA/ojooorMAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | ASR 1085 x002 1409 Bearbejdet produktionsaffald
Tak. Gevirspids |
![](data:image/jpeg;base64,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) | ASR 1085 x045 1409 Bearbejdet produktionsaffald
Gevirgren |
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) | ASR 1085 x045 1409 Bearbejdet produktionsaffald
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) | ASR 1085 x047 1409 Bearbejdet produktionsaffald
Tak gevirdel |
![](/grafik/intetbillede.jpg) | ASR 1085 x019 1409 Bearbejdet produktionsaffald
Spaltet tak |
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) | ASR 1085 x019 1409 Bearbejdet produktionsaffald
Tak. Spongiøst væv |
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) | ASR 1085 x016 1400 Knogle/tak/tand
Tak. Gevirgren |
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) | ASR 1085 x002 1409 Bearbejdet produktionsaffald
Tak. Spongiøst væv |
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) | ASR 1085 x009 1409 Bearbejdet produktionsaffald
Tak. Tandpladeafsav |
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) | ASR 1085 x009 1400 Knogle/tak/tand
Tak. Gevirspids |
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) | ASR 1085 x025 1409 Bearbejdet produktionsaffald
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) | ASR 1085 x012 1409 Bearbejdet produktionsaffald
Tak. Spåner |
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) | ASR 1085 x026 1409 Bearbejdet produktionsaffald
Tak. spaltet tak |
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) | ASR 1085 x026 1409 Bearbejdet produktionsaffald
Tak. Spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x357 1409 Bearbejdet produktionsaffald
Kronekløfter, 3 stk. |
![](/grafik/intetbillede.jpg) | ASR 9 x357 1409 Bearbejdet produktionsaffald
5 gevirgrene |
![](/grafik/intetbillede.jpg) | ASR 9 x565 1409 Bearbejdet produktionsaffald
2 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x479 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x567 1409 Bearbejdet produktionsaffald
2 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x567 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. diameter: 7 cm. Det meste af stubben bevaret. Størstedelen af rosenkransen afskåret |
![](/grafik/intetbillede.jpg) | ASR 9 x561 1409 Bearbejdet produktionsaffald
gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x297 1409 Bearbejdet produktionsaffald
Gevirdel. Øvre del med tre stumpe ender |
![](/grafik/intetbillede.jpg) | ASR 9 x357 1409 Bearbejdet produktionsaffald
6 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x357 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet, diameter: 8,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x357 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet, diameter: 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x357 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 7,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x357 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 6,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x357 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. Diameter: 7,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x357 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. Diameter: 8,3 cm., hele stubben samt del af kraniet bevaret |
![](/grafik/intetbillede.jpg) | ASR 9 x382 1409 Bearbejdet produktionsaffald
3 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x382 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x472 1409 Bearbejdet produktionsaffald
gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x472 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x472 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 4,9 cm. Dårligt bevaret, det meste af kransen er væk |
![](/grafik/intetbillede.jpg) | ASR 9 x479 1409 Bearbejdet produktionsaffald
3 stk. spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x479 1409 Bearbejdet produktionsaffald
2 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x479 1409 Bearbejdet produktionsaffald
Tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x479 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. Mindre fragment fra lille gevir |
![](/grafik/intetbillede.jpg) | ASR 9 x534 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 4,6 cm. Med komplet sidegren |
![](/grafik/intetbillede.jpg) | ASR 9 x561 1409 Bearbejdet produktionsaffald
2 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x561 1409 Bearbejdet produktionsaffald
gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x565 1409 Bearbejdet produktionsaffald
5 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x565 1409 Bearbejdet produktionsaffald
2 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x565 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x565 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x567 1409 Bearbejdet produktionsaffald
2 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x567 1409 Bearbejdet produktionsaffald
spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x567 1409 Bearbejdet produktionsaffald
4 spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x479 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 6,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x241 1409 Bearbejdet produktionsaffald
Gevirgren, gaffelgren med to spidser |
![](/grafik/intetbillede.jpg) | ASR 9 x332 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 9,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x211 1409 Bearbejdet produktionsaffald
3 stk. spåner af tak. Den ene brændt |
![](/grafik/intetbillede.jpg) | ASR 9 x332 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. diameter: 7,6 cm.. Hele stubben samt del af kraniet bevaret |
![](/grafik/intetbillede.jpg) | ASR 9 x227 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. Diameter: 5,5 cm. Mest kraniedel og stub. det meste af rosenkransen bortsavet, hvorfor diameteren er et cirkatal |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
20 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
30 stk. spåner af tak |
![](/grafik/intetbillede.jpg) | ASR 9 x259 1409 Bearbejdet produktionsaffald
Gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x251 1409 Bearbejdet produktionsaffald
Gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x228 1409 Bearbejdet produktionsaffald
5 stk. spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x209 1409 Bearbejdet produktionsaffald
2 stk. spåner af tak |
![](/grafik/intetbillede.jpg) | ASR 9 x575 1409 Bearbejdet produktionsaffald
tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x575 1409 Bearbejdet produktionsaffald
2 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x575 1409 Bearbejdet produktionsaffald
gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x575 1409 Bearbejdet produktionsaffald
2 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x217 1409 Bearbejdet produktionsaffald
Kronekløft. Stor med tre grene, de to groft afhuggede, et stykke ude den tredie komplet, med yderligere tre spidser. Stammen afsavet |
![](/grafik/intetbillede.jpg) | ASR 9 x228 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. Fragment. Diameter: ca 5-7 cm. |
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) | SJM 949 x164 0816 Skålvægt eller del heraf i kobberlegering
Større dele af en skålvægt. Den ene arm stadig bevægelig. |
![](/grafik/intetbillede.jpg) | ASR 9 x227 1409 Bearbejdet produktionsaffald
Gevirgren. Længde: 8,6 cm. Hele overfladen afskåret, flere steder ind til det spongiøse væv, efterladende en 7 kantet affalds stang. |
![](/grafik/intetbillede.jpg) | ASR 9 x228 1409 Bearbejdet produktionsaffald
Gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x227 1409 Bearbejdet produktionsaffald
17 stk. gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x227 1409 Bearbejdet produktionsaffald
645 spåner af tak. 2 stk. analyseret til at være elg/rensdyr |
![](/grafik/intetbillede.jpg) | ASR 9 x227 1409 Bearbejdet produktionsaffald
8 stk. spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x227 1409 Bearbejdet produktionsaffald
41 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x227 1409 Bearbejdet produktionsaffald
119 stk. spongiøst væv |
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) | SJM 949 x163 090102 Hængesmykke af sølv
Fragment af lille hængesmykke af sølv i gennembrudt arbejde. |
![](/grafik/intetbillede.jpg) | ASR 9 x228 1409 Bearbejdet produktionsaffald
Tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x245 1409 Bearbejdet produktionsaffald
2 stk. gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x245 1409 Bearbejdet produktionsaffald
4 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x245 1409 Bearbejdet produktionsaffald
11 stk. spongiøse spåner, tak |
![](/grafik/intetbillede.jpg) | ASR 9 x245 1409 Bearbejdet produktionsaffald
tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x251 1409 Bearbejdet produktionsaffald
Gevirspids, mulig rensdyrspids |
![](/grafik/intetbillede.jpg) | ASR 9 x255 1409 Bearbejdet produktionsaffald
Gevirdel. Større, tyndt fragment af den alleryderste del af geviret. "Indmaden" borthugget |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
7 gevirgrene. 2 stk. rensdyr |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
19 gevirspidser. 4 stk. rensdyr |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
30 gevirdele, 2 stk. rensdyr |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
19 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. Diameter: 8,9 cm. Knoglestub og kraniedel også bevaret |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. diameter: 7,4 cm. Knoglestub afhugget |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. diameter: 5,7 cm. Knoglestubben afhugget, det meste af rosenkransen er afsavet, hvorfor diameteren er mindre end oprindeligt |
![](/grafik/intetbillede.jpg) | ASR 9 x410 1409 Bearbejdet produktionsaffald
2 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x209 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 6,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x217 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 6,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x227 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 8,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x227 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 7,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x259 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 4,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. Kun mindre del af knoglestub samt kraniedel bevaret |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet, Diameter: 8,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 4,8 cm. Rensdyr |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,6 cm. Rensdyr |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 4,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x268 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x413 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,9 cm. Meget slidt |
![](/grafik/intetbillede.jpg) | ASR 9 x325 1409 Bearbejdet produktionsaffald
Kronekløft. Stor kløft med hel gren og to stumper |
![](/grafik/intetbillede.jpg) | ASR 9 x465 1409 Bearbejdet produktionsaffald
2 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x318 1409 Bearbejdet produktionsaffald
Gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x318 1409 Bearbejdet produktionsaffald
4 stk. spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x318 1409 Bearbejdet produktionsaffald
Tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x325 1409 Bearbejdet produktionsaffald
gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x325 1409 Bearbejdet produktionsaffald
3 spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x325 1409 Bearbejdet produktionsaffald
Gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x325 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 7,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x325 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 7,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x369 1409 Bearbejdet produktionsaffald
2 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x369 1409 Bearbejdet produktionsaffald
2 spåner |
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) | SJM 949 x160 0903 Mønt af sølv eller kobberholdigt sølv
Klip af dirhem, tydelig skift på begge sider. |
![](/grafik/intetbillede.jpg) | ASR 9 x373 1409 Bearbejdet produktionsaffald
Gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x373 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x375 1409 Bearbejdet produktionsaffald
Gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x375 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x375 1409 Bearbejdet produktionsaffald
tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x376 1409 Bearbejdet produktionsaffald
spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x407 1409 Bearbejdet produktionsaffald
Spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x407 1409 Bearbejdet produktionsaffald
Tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x408 1409 Bearbejdet produktionsaffald
Gevirgren, muligt rensdyr |
![](/grafik/intetbillede.jpg) | ASR 9 x410 1409 Bearbejdet produktionsaffald
2 gevirspidser, 1 stk. muligvis rensdyr |
![](/grafik/intetbillede.jpg) | ASR 9 x410 1409 Bearbejdet produktionsaffald
3 stk. gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x410 1409 Bearbejdet produktionsaffald
5 spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x417 1409 Bearbejdet produktionsaffald
gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x418 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 7,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x413 1409 Bearbejdet produktionsaffald
7 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x413 1409 Bearbejdet produktionsaffald
2 gevirgrene |
![](/grafik/intetbillede.jpg) | ASR 9 x413 1409 Bearbejdet produktionsaffald
spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x413 1409 Bearbejdet produktionsaffald
tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x413 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x413 1409 Bearbejdet produktionsaffald
3 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x413 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x419 1409 Bearbejdet produktionsaffald
gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x465 1409 Bearbejdet produktionsaffald
gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x465 1409 Bearbejdet produktionsaffald
2 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x465 1409 Bearbejdet produktionsaffald
4 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x465 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x519 1409 Bearbejdet produktionsaffald
gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x527 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 6,3 cm. Gået i tre dele |
![](/grafik/intetbillede.jpg) | ASR 9 x530 1409 Bearbejdet produktionsaffald
gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x530 1409 Bearbejdet produktionsaffald
3 gevirdele, 2 stk. analyseret, muligvis rensdyr |
![](/grafik/intetbillede.jpg) | ASR 9 x530 1409 Bearbejdet produktionsaffald
tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x227 1409 Bearbejdet produktionsaffald
22 gevirspidser. de fleste meget korte |
![](/grafik/intetbillede.jpg) | ASR 9 x419 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 7,2 cm. Størstedelen af kransen er væk |
![](/grafik/intetbillede.jpg) | ASR 9 x575 1409 Bearbejdet produktionsaffald
2 stk. rosenkranse, kastet. diameter: 5,9 cm. Kun diameter på den ene |
![](/grafik/intetbillede.jpg) | ASR 9 x531 1409 Bearbejdet produktionsaffald
Kronekløft. Med to næsten komplette grene |
![](/grafik/intetbillede.jpg) | ASR 9 x224 1409 Bearbejdet produktionsaffald
6 stk. spåner af tak |
![](/grafik/intetbillede.jpg) | ASR 9 x224 1409 Bearbejdet produktionsaffald
Gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x224 1409 Bearbejdet produktionsaffald
1 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x224 1409 Bearbejdet produktionsaffald
2 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x411 1409 Bearbejdet produktionsaffald
Kronekløft, med to komplette grene |
![](/grafik/intetbillede.jpg) | ASR 9 x324 1409 Bearbejdet produktionsaffald
Gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x411 1409 Bearbejdet produktionsaffald
gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x411 1409 Bearbejdet produktionsaffald
3 stk. spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x411 1409 Bearbejdet produktionsaffald
3 gevirdele, bl.a. en afhugget del af en rosenkrans |
![](/grafik/intetbillede.jpg) | ASR 9 x411 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x518 1409 Bearbejdet produktionsaffald
gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x518 1409 Bearbejdet produktionsaffald
spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x522 1409 Bearbejdet produktionsaffald
3 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x522 1409 Bearbejdet produktionsaffald
gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x522 1409 Bearbejdet produktionsaffald
2 stk. spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x522 1409 Bearbejdet produktionsaffald
spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x522 1409 Bearbejdet produktionsaffald
3 spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x523 1409 Bearbejdet produktionsaffald
gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x523 1409 Bearbejdet produktionsaffald
spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x523 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x411 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 7,2 cm. Større del af rosenkransen bortskåret og området glattet |
![](/grafik/intetbillede.jpg) | ASR 9 x170 1409 Bearbejdet produktionsaffald
9 stk. spåner af tak |
![](/grafik/intetbillede.jpg) | ASR 9 x185 1409 Bearbejdet produktionsaffald
Spån af tak |
![](/grafik/intetbillede.jpg) | ASR 9 x286 1409 Bearbejdet produktionsaffald
14 stk. gevirdele, flere pladelignende stykker |
![](/grafik/intetbillede.jpg) | ASR 9 x286 1409 Bearbejdet produktionsaffald
spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x286 1409 Bearbejdet produktionsaffald
4 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x286 1409 Bearbejdet produktionsaffald
Gevirgren, med savespor |
![](/grafik/intetbillede.jpg) | ASR 9 x284 1409 Bearbejdet produktionsaffald
10 stk. spåner, tak |
![](/grafik/intetbillede.jpg) | ASR 9 x212 1409 Bearbejdet produktionsaffald
498 spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x208 1409 Bearbejdet produktionsaffald
2 stk. gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x207 1409 Bearbejdet produktionsaffald
Gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x194 1409 Bearbejdet produktionsaffald
103 stk. spåner af tak |
![](/grafik/intetbillede.jpg) | ASR 9 x194 1409 Bearbejdet produktionsaffald
33 stk. gevirdele og spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x194 1409 Bearbejdet produktionsaffald
4 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x194 1409 Bearbejdet produktionsaffald
4 gevirgrene |
![](/grafik/intetbillede.jpg) | ASR 9 x195 1409 Bearbejdet produktionsaffald
2 stk. gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x195 1409 Bearbejdet produktionsaffald
2 spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x189 1409 Bearbejdet produktionsaffald
3 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x189 1409 Bearbejdet produktionsaffald
3 stk. gevirgrene |
![](/grafik/intetbillede.jpg) | ASR 9 x177 1409 Bearbejdet produktionsaffald
Gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x170 1409 Bearbejdet produktionsaffald
8 stk. gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x170 1409 Bearbejdet produktionsaffald
4 stk. spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x170 1409 Bearbejdet produktionsaffald
5 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x189 1409 Bearbejdet produktionsaffald
rosenkrans, kastet. Diameter: 6,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x284 1409 Bearbejdet produktionsaffald
3 stk. gevirspidser. Den ene med en række indsavninger a la grafitti |
![](/grafik/intetbillede.jpg) | ASR 9 x170 1409 Bearbejdet produktionsaffald
8 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x170 1409 Bearbejdet produktionsaffald
tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x189 1409 Bearbejdet produktionsaffald
4 stk. spåner, tak |
![](/grafik/intetbillede.jpg) | ASR 9 x191 1409 Bearbejdet produktionsaffald
Gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x195 1409 Bearbejdet produktionsaffald
2 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x194 1409 Bearbejdet produktionsaffald
Tandpladeafsav, 4 stk. |
![](/grafik/intetbillede.jpg) | ASR 9 x194 1409 Bearbejdet produktionsaffald
33 stk. gevirdele og spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x194 1409 Bearbejdet produktionsaffald
57 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x207 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 6,5 cm. Meget dårligt bevaret, men at der er tale om en kastet rosenkrans er sikkert selvom hele kransen er væk. Diameter usikker |
![](/grafik/intetbillede.jpg) | ASR 9 x208 1409 Bearbejdet produktionsaffald
13 spåner af tak |
![](/grafik/intetbillede.jpg) | ASR 9 x208 1409 Bearbejdet produktionsaffald
2 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x212 1409 Bearbejdet produktionsaffald
gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x212 1409 Bearbejdet produktionsaffald
7 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x212 1409 Bearbejdet produktionsaffald
56 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x212 1409 Bearbejdet produktionsaffald
spongiøst væv, 51 stk. |
![](/grafik/intetbillede.jpg) | ASR 9 x286 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. Diameter: 8,1 cm. Stubben afhugget |
![](/grafik/intetbillede.jpg) | ASR 9 x284 1409 Bearbejdet produktionsaffald
Spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x284 1409 Bearbejdet produktionsaffald
Tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x286 1409 Bearbejdet produktionsaffald
6 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x286 1409 Bearbejdet produktionsaffald
13 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x286 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,1 cm. Sidegren intakt, del af rosenkrans afskåret, derfor er diameteren ikke den oprindelige |
![](/grafik/intetbillede.jpg) | ASR 9 x295 1409 Bearbejdet produktionsaffald
3 stk. gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. diameter: 7,5 cm. Del af kraniet plus hele stubben |
![](/grafik/intetbillede.jpg) | ASR 9 x170 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. Kraniedel med knoglestub. rosenkransen afsavet |
![](/grafik/intetbillede.jpg) | ASR 9 x310 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 4,2 cm. Diameteren har opr. været større, da hele kransen er skåret bort |
![](/grafik/intetbillede.jpg) | ASR 9 x170 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x286 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 8,5 cm. Unormalt udseende, kastet? |
![](/grafik/intetbillede.jpg) | ASR 9 x191 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Fragment, selve kransen bortsavet. Diameter: ca 4,5-5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x194 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 9,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x208 1409 Bearbejdet produktionsaffald
Gevirgren. Længde: 18 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x212 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 7,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x284 1409 Bearbejdet produktionsaffald
6 gevirdele. det ene stk. er det allernederst af en kantet rosenkrans, kun stykket under selve rosenkransen |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 4,4 cm. ½ fragment |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. Diameter: 9,4 cm. ret aflang, tværmål: 7,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
19 spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 6,2 cm. Stor del af selve kransen er bortskåret, hvorfor diameteren oprindeligt har været større |
![](/grafik/intetbillede.jpg) | ASR 9 x300 1409 Bearbejdet produktionsaffald
7 gevirdele. Heraf en med afsavet rosenkrans |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
1415 spåner af tak |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
149 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
Gevirdel, 21 stk. |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
9 stk. spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
9 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
57 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x290 1409 Bearbejdet produktionsaffald
267 stk. spåner af tak |
![](/grafik/intetbillede.jpg) | ASR 9 x290 1409 Bearbejdet produktionsaffald
42 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x290 1409 Bearbejdet produktionsaffald
Spaltet tak, 10 stk. |
![](/grafik/intetbillede.jpg) | ASR 9 x290 1409 Bearbejdet produktionsaffald
61 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x290 1409 Bearbejdet produktionsaffald
22 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x290 1409 Bearbejdet produktionsaffald
6 gevirgrene |
![](/grafik/intetbillede.jpg) | ASR 9 x290 1409 Bearbejdet produktionsaffald
8 stk. gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x290 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 7,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x295 1409 Bearbejdet produktionsaffald
6 stk. spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x295 1409 Bearbejdet produktionsaffald
3 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x295 1409 Bearbejdet produktionsaffald
Tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x290 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet, diameter: 4,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 8,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x291 1409 Bearbejdet produktionsaffald
Gevirgren. Det meste af overfladen afskåret så den er uregelmæssigt facetteret |
![](/grafik/intetbillede.jpg) | ASR 9 x295 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 4,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x299 1409 Bearbejdet produktionsaffald
3 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x299 1409 Bearbejdet produktionsaffald
2 stk. spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x299 1409 Bearbejdet produktionsaffald
3 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x299 1409 Bearbejdet produktionsaffald
7 spåner, tak |
![](/grafik/intetbillede.jpg) | ASR 9 x299 1409 Bearbejdet produktionsaffald
7 stk. gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x299 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 6,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x300 1409 Bearbejdet produktionsaffald
2 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x300 1409 Bearbejdet produktionsaffald
gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x300 1409 Bearbejdet produktionsaffald
7 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x300 1409 Bearbejdet produktionsaffald
6 spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x300 1409 Bearbejdet produktionsaffald
2 stk. spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x300 1409 Bearbejdet produktionsaffald
kronekløft |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
3 stk. gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
Gevirgrene, 3 stk. |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
4 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
3 stk. spongiøst væv |
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) | SJM 1012 x142 0901 Smykke eller dragttilbehør af sølv
Lille fragment af smykke. Typen kan ikke identificeres. Der kan både være tale om en tungeforment, en trefliget eller måske et hængesmykke. Forsiden med en kraftig, forhøjet rand og på den tynde flade er påsat perletråd i buer og cirkler. Formentlig rester af forgyldning. Bagsiden blank og uden spor af nåleanordning mm. |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
35 spåner af tak |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
13 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 7,9 cm,. |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 7,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 6,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 5,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x310 1409 Bearbejdet produktionsaffald
2 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x310 1409 Bearbejdet produktionsaffald
3 stk. gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x310 1409 Bearbejdet produktionsaffald
spån, tak |
![](/grafik/intetbillede.jpg) | ASR 9 x312 1409 Bearbejdet produktionsaffald
Spaltet tak. Næsten 15 cm. langt |
![](/grafik/intetbillede.jpg) | ASR 9 x316 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,4 cm. Opr. større diameter, da hele kransen er bortskåret |
![](/grafik/intetbillede.jpg) | ASR 9 x316 1409 Bearbejdet produktionsaffald
Spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x316 1409 Bearbejdet produktionsaffald
Gevirgren. Større, flad plade, med lille gren. Talrige redskabsspor |
![](/grafik/intetbillede.jpg) | ASR 9 x317 1409 Bearbejdet produktionsaffald
Gevirdel |
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) | SJM 1012 x141 080701 Fibula af kobberlegering
Emaljefibel. Usædvanlig lille korsemaljefibel fremstillet i celleteknik. Cirklen er kun 13 mm. Herfra udgår fire små tappe der er opfliget i tre. Emaljen er tydelig rød og blå, samt formentlig nedbrudt grøn (?). På bagsdien rester af nåleanordning med rust fra jernnål. |
![](/grafik/intetbillede.jpg) | ASR 9 x341 1409 Bearbejdet produktionsaffald
2 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x341 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x342 1409 Bearbejdet produktionsaffald
gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x342 1409 Bearbejdet produktionsaffald
3 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x342 1409 Bearbejdet produktionsaffald
6 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x342 1409 Bearbejdet produktionsaffald
5 stk. spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x342 1409 Bearbejdet produktionsaffald
5 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x342 1409 Bearbejdet produktionsaffald
11 stk. gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x342 1409 Bearbejdet produktionsaffald
71 spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x343 1409 Bearbejdet produktionsaffald
gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x343 1409 Bearbejdet produktionsaffald
3 gevirgrene |
![](/grafik/intetbillede.jpg) | ASR 9 x343 1409 Bearbejdet produktionsaffald
3 spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x343 1409 Bearbejdet produktionsaffald
2 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x347 1409 Bearbejdet produktionsaffald
gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x349 1409 Bearbejdet produktionsaffald
2 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x349 1409 Bearbejdet produktionsaffald
spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x349 1409 Bearbejdet produktionsaffald
2 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x349 1409 Bearbejdet produktionsaffald
8 spåner |
![](/grafik/intetbillede.jpg) | ASR 9 x349 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x350 1409 Bearbejdet produktionsaffald
2 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x351 1409 Bearbejdet produktionsaffald
2 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x354 1409 Bearbejdet produktionsaffald
2 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x354 1409 Bearbejdet produktionsaffald
1 spån |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1409 Bearbejdet produktionsaffald
3 gevirgrene |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1409 Bearbejdet produktionsaffald
3 gevirdele |
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) | SJM 1012 x139 080711 Armring af kobberlegering
Armring med dybe indstemplede V'ere. Bøjet sammen til fingerringsstørrelse, så den har ca. 1½ vindinger. Den ene ende afbrudt. Oprindelig ikke særlig stor. |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1409 Bearbejdet produktionsaffald
spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 6,6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,6 cm. Del af rosenkransen bortskåret |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1409 Bearbejdet produktionsaffald
tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 6,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 6,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x360 1409 Bearbejdet produktionsaffald
gevirgren |
![](/grafik/intetbillede.jpg) | ASR 9 x360 1409 Bearbejdet produktionsaffald
gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x362 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x397 1409 Bearbejdet produktionsaffald
3 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x397 1409 Bearbejdet produktionsaffald
3 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x399 1409 Bearbejdet produktionsaffald
gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x399 1409 Bearbejdet produktionsaffald
gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
20 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
15 gevirgrene |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
10 stk. spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
10 stk. spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
3 kronekløfter. alle tre med hver to komplettet grene |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
46 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
34 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. ca 1/4 fragment |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 8,3 cm. Størstedelen af kransen skåret bort |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 7,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 7,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 6,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 7,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 6,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 6,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 5,4 cm. Hele kransen skåret væk |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 4,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x402 1409 Bearbejdet produktionsaffald
gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x406 1409 Bearbejdet produktionsaffald
gevirgren, mere end 25 cm. lang |
![](/grafik/intetbillede.jpg) | ASR 9 x406 1409 Bearbejdet produktionsaffald
gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x406 1409 Bearbejdet produktionsaffald
gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x406 1409 Bearbejdet produktionsaffald
tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x461 1409 Bearbejdet produktionsaffald
2 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x507 1409 Bearbejdet produktionsaffald
gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x507 1409 Bearbejdet produktionsaffald
2 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x507 1409 Bearbejdet produktionsaffald
3 gevirgrene |
![](/grafik/intetbillede.jpg) | ASR 9 x507 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 5,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x508 1409 Bearbejdet produktionsaffald
spån |
![](/grafik/intetbillede.jpg) | ASR 9 x513 1409 Bearbejdet produktionsaffald
gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x513 1409 Bearbejdet produktionsaffald
spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x513 1409 Bearbejdet produktionsaffald
2 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x513 1409 Bearbejdet produktionsaffald
2 stk. gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x517 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 4,8 cm. Større del af kransen skåret væk |
![](/grafik/intetbillede.jpg) | ASR 9 x524 1409 Bearbejdet produktionsaffald
3 gevirgrene |
![](/grafik/intetbillede.jpg) | ASR 9 x524 1409 Bearbejdet produktionsaffald
spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x524 1409 Bearbejdet produktionsaffald
4 stk. gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x170 1409 Bearbejdet produktionsaffald
gevirdel |
![](/grafik/intetbillede.jpg) | ASR 9 x170 1409 Bearbejdet produktionsaffald
6 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x284 1409 Bearbejdet produktionsaffald
Gevirgren. tilskåret og gennemboret i den brede ende |
![](/grafik/intetbillede.jpg) | ASR 9 x212 1409 Bearbejdet produktionsaffald
gevirspidser, 9 stk. En med spaltemærker og tilsavning, en anden med tilskåret stump spids |
![](/grafik/intetbillede.jpg) | ASR 9 x177 1409 Bearbejdet produktionsaffald
3 gevirspidser, den ene med afsavet spids |
![](/grafik/intetbillede.jpg) | ASR 9 x194 1409 Bearbejdet produktionsaffald
8 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
Kronekløft, med to komplette grene |
![](/grafik/intetbillede.jpg) | ASR 9 x341 1409 Bearbejdet produktionsaffald
3 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x406 1409 Bearbejdet produktionsaffald
gevirdel. Tre sammenhørende, tilsammen større fragmet af gevir, kronekløft og to bevarede grene |
![](/grafik/intetbillede.jpg) | ASR 9 x517 1409 Bearbejdet produktionsaffald
2 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x302 1409 Bearbejdet produktionsaffald
Underben, kratigt tilskåret |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Gevirgren. Tilskåret, og med udsavet dyb kærv i den tykke ende |
![](/grafik/intetbillede.jpg) | ASR 9 x400 1409 Bearbejdet produktionsaffald
Gevirgren. Dybt konisk hul i den ene ende |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1409 Bearbejdet produktionsaffald
Gevirgren. Savet fra to sider, den midterste del brækket af |
![](/grafik/intetbillede.jpg) | ASR 9 x353 1409 Bearbejdet produktionsaffald
spongiøst væv |
![](/grafik/intetbillede.jpg) | ASR 9 x328 1409 Bearbejdet produktionsaffald
gevirspids |
![](/grafik/intetbillede.jpg) | ASR 9 x328 1409 Bearbejdet produktionsaffald
3 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x328 1409 Bearbejdet produktionsaffald
Spån |
![](/grafik/intetbillede.jpg) | ASR 9 x329 1409 Bearbejdet produktionsaffald
3 gevirgrene |
![](/grafik/intetbillede.jpg) | ASR 9 x329 1409 Bearbejdet produktionsaffald
3 gevirspidser |
![](/grafik/intetbillede.jpg) | ASR 9 x329 1409 Bearbejdet produktionsaffald
1 stk. spaltet tak |
![](/grafik/intetbillede.jpg) | ASR 9 x329 1409 Bearbejdet produktionsaffald
3 stk. tandpladeafsav |
![](/grafik/intetbillede.jpg) | ASR 9 x329 1409 Bearbejdet produktionsaffald
6 gevirdele |
![](/grafik/intetbillede.jpg) | ASR 9 x329 1409 Bearbejdet produktionsaffald
Rosenkrans, afsavet. Diameter: 7,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x329 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. Diameter: 7,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x329 1409 Bearbejdet produktionsaffald
Rosenkrans, kastet. diameter: 5,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 9 x335 1409 Bearbejdet produktionsaffald
2 gevirspidser |