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) | ASR 1200 x0301 1402 Kam, futteral eller dele heraf
Fragment af dobbeltkam, ormanenteret. |
![](data:image/jpeg;base64,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) | ASR 1200 x0367 1402 Kam, futteral eller dele heraf
Dobbeltkam. Fragment. |
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Bearbejdet ben med 3 nitter. 30mm bred.
Kamfutteral |
![](data:image/jpeg;base64,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) | ASR 13 x1329 1402 Kam, futteral eller dele heraf
Fragmenterede benkamme og lister. både kamme og pyntelister |
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) | ASR 13 x1307 1402 Kam, futteral eller dele heraf
Fragmenter af bearbejdede ben.
Endeplade fra futteral |
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| ASR 6M73 D07685 1402 Kam, futteral eller dele heraf
1 fragment af kammellemstykke af hjortetak med en udsavet tandrække i den ene ende. Rygenden er prydet med en meget fin rhombeformet krydsskravering. Største mål: 3,4 cm. |
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| ASR 9 x043 1402 Kam, futteral eller dele heraf
3 kamfragmenter. To tandplader med få komplette tænder samt del af skinne med punktcirkel og krydsskravering. Største mål h.h.v.: 3,8, 3,2 og 3,6 cm. |
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) | ASR MD404 D00409 1402 Kam, futteral eller dele heraf
En revle til benkam. Mål: 6,9 cm. lang, 1,1 cm. bred. Lige afsavet i begge ender. oversiden noget forvitret. Spor af 4 nitter. |
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2,2 x 1,2 cm. fladt tildannet knoglestykke med 2 (korte) tænder. Del af tandplade til kam |
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) | ASR 5M74D D05108 1402 Kam, futteral eller dele heraf
1 fragment af en dobbeltkam, bestående af et endestykke og endnu et stykke med indsavede tænder, samt en del af revlen hvorpå 2 langsløbende furer. 2 bronzenitter bevarede. L : 4,8 cm. |
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) | ASR 5M74D D06241 1402 Kam, futteral eller dele heraf
1 fragment af enkeltkam. |
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) | ASR 5M74D D06533 1402 Kam, futteral eller dele heraf
1 fragmentstump af fladhvælvet kamskinne af hjortetak. På oversiden er stykket forsynet med en ornamentik af tværgående stregfurer samt et enkelt bælte med en art zig-zag bånd. L : 1,8 cm. Br : 1,0 cm. |
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| ASR 5M74D D06592 1402 Kam, futteral eller dele heraf
1 fragment af skinne fra ensidet langkam med let buet ryg. Skinnens tværsnitsudviser plan underside og svagt hvælvet overside. Denne er langs randene forsynet med dybe tætsiddende furer og desuden med gruppe af indborede cirkler med fordybede centrumshuller, fragmentet udviser spor af tre naglehuller. L : 8 cm st bevarede br. 1,8 cm. Bestemt som rensdyr efter analyse 2013. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D06661 1402 Kam, futteral eller dele heraf
1 fragmenteret kamskinne vistnok af gedehornsstejle. Stykket har flad, let tilspidset form med et naglehul nær den ene ende og spor af et sådant i den anden ende, der er overbrudt. |
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) | ASR 6M73 D03130 1402 Kam, futteral eller dele heraf
1 fragment af kamskinne, der på den hvælvede yderside er forsynet med et rhombeformet mønster dannet af krydsede dobbetlstreger. Stykket er overbrudt i begge ender, hvor der ses spor af naglehuller, ligesom to sådanne findes midt på stykket. L : 4,8 cm. Største br : 1,35 cm. Tyk : 0,5 cm. |
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) | ASR 6M73 D03131 1402 Kam, futteral eller dele heraf
2 stk. af kamskinner, begge lige oversavet i den ene ende og på skrå i den modsatte, hvor stykkerne udviser et naglehul. |
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) | ASR 6M73 D07031 1402 Kam, futteral eller dele heraf
3 samhørende fragmentstumper fra endepartiet af hjortetakskam bestående af 1 fragmenteret kamendestykke ( mellemstykke ), udformet med en konkav indsvingning 2 stumper af let hvælvede kamskinner anbragt på hver side af nævnte endestykke ved hjælp af en nu overrustet jernnitte. Den ene kamskinnestump har fine tæt indsavede, tværgående furer på oversiden. |
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kwSy7RnIH+epq3o2oXfh3w/famkzjVNYkNvGP4hHnLH2zwPpRY2+o6LJa3hBJZss7vgFTzz/jXe51It2kvLzfX/AC+RlHla1j/wx2Xwxk1eHxM0V1Iup2BQmaWReUGMfXHtjmvTdEsNQs9UhudMm8u51WYWqWpQALCQRvJ9AoqD4e/aBFBa2j2ml6xrRbczMOLdSMN83c9sdcV2fiKfT/CN1Oxu1b7Gn2VV6sNy/M3y98ZP418NjcS51+VR3XTrb8Nz3aFNezvcz9W8VXmga9NpHhmWSbSdLcJLfOwaNJVUZKnHODnvXOeFPidb6tqmo3Wqwi5u7qQsZmBLNjOME9qbqGqRL4VOjwwLsv5fPjRBtIABAIPfjNUvDvhQ6HbPfanb77eMCKDBG7JHC8EGohGjGnJyjZ9O7/plylJ2SZ6P4bsNF16TUPEF6JotMs13SxF8ec4+7GueMk/pXOavp01noeoQ2lgtxqGoSLM2oTFd0CNk7FGecjPP1pl/qo1W6sPCypLJa2MitdW8ZGPMPJGcdBnB696seHdSXxZrWsyXJSLTdHhkkS2t2wWVBgDJ7dBnHfpXO1OMlKOlv6RSjHlfNrc7v4T+ONb+Gup6DrVpcwyW6kpNDHhfMhB27TgY57V+i3hzxJa+JNNs9SsJlmt7iEOZF52k/wAP1r8vLue58R2KSHTJdIiitwRbkkKVXkFTwOSetd9+zb+0Frnw51R7bXZFm0HUJUxb7stEp43r/MjvXbSk4Xk36nk1KfM7JH6I3kksluFDlS5wA3A+vFR2sMqzFpJGywHyjPBqTTL6HUrG2vLV0nimVXSQYI2noRVib95diL958oBZiAAfpXpbq557vcsQLLvjBDYx6cGin7eQ0khwvRQc/SitSbnkviNla3Yg7MYGSAc4P6V514nbzI9pkUr6AYz1rqvGUzRxsIW2liTtXJ+tfPfxU8d2/wAPdH/tC/jmuJJHKQxxthieSTz2GP1rlp0urZ1TrdEjJ8YRxw/apht3QqSrMCpORxzXzh4R+FQ8U+Jn/tIvL4huJmmSZ2zEmCCGHHI7k8jip9b+J+pfFfUIrOA3FjpqSncV+bd6c/xc/hxXr3gf4ezabLaatD4ut/DpWNUV5hASVJOSSxPGeMcjPFTjMQ8NHkUuVv7zXDUeb3pq50Uvwtg1bXFSMtPa6JpaQrMSDi4kG4joM43Zzj0rkvB/hDU9DutRm8SRpFZArb28qHcwG4LkrjPPGTXpnhHVL+PVlmsbjTNUtomZJprd/wB9dMDwCqsFXJ6HaOgr17QrfTL1ftWq2KC7WVWNpZ3olJwCAjHbgtnkjivmqc5RVpP+vI9CcrPRaHx/40urDwH4gmFnD5drZyCOJLUBd0pyGcgcZ3ZGT7VzmvLpDeFtI0G1ugdV1SYXV/LsLkRnJVT37biO5Ir6M8deE9J1q8m0Zmhgs5rgztNNbkAvkkh5OgAyOAeM14T4m02aHx9e29jbQ208n+jW/lToxQFQuzG7oV4Bz0Wu/D1YSdl8S1IlFpJsy/BtrZ+KvGOmWuoeVb29uotLb7OuHHQByOck5BPXG41yuseBZfFXjrW7K3tGt5UbCLDjYVGcFjkAYHJx6GuoHhWf4b+JLS51SN5bSOJlluIXxIC38S++Tgdq3PGHxC0r+xb2HQLfGoLstY7qdRG43Lh2dFHO1cjPvXTCU4VuajqmreS1FO3JZnl0viuTRYRH9lDpYxG1jmjAJAIIQ9zkgO3FeX3tu99rVvYvbvbw3MvmOqpkiPOFGB9M/lXsvjnTbDT4bLw7psaLqNyii7v2OF+cD94M9AFP05Nes/BP4X2UnhTxH4kt9Mgu7VdMNna3t88TBDvChlX7wYtn5vwFetRxVPDQ9oo6y/q5w1ISqPlb0R8n+SuueJG8iNpbO0BgtGRDyASAxA7n/wBmrQbSbq41y2s/sklyDJiUMh8uIZ557cfyr3DwV4Rl8P8AifWLDdbZchbeQujv5mzc2QO2f0FO8VT6lpPgm4tXt1h1y7l8pFtYt3mxq2XJA+72H505ZheooQXZLXv1/wAyo0WlqzO0XSLR9XudevI2Rn2Wul2ispHlr0O0jPbqO9dNqdinia4tYpWtrb7OxN0zIBvXPzE469APfHvRbNJbQf29LaoJtOtltYEjX79y67VPuQATgelZ8lvceC/Dc090my71EBBHIhdzg5zz05yc+1fM1HKpJTT12R6tP3VypHMeKvD9xrHiwy6TMsVlBF5KvvBJQccDt3rqPB2ivD4fuPEOoXCzadauSsLglnkXhVAz6kGuU8J/2n4m8SPYyJJbo0Zt4wgA2Z4Dbe/OK9luPBMFp4g8O+CtLkW5s9PJnvbuGVcy3BwW3/7Kjt9RW+IqezgqU3svw9e46UeZ3SscXb2c/gvwZf3V0DFqetzny5dmW5A5Zs5GM9KoadY2kca6H4btTJdXsObvUN3LRLnKgYxyw5PpXs+paKPid8RLKzsZEvdC0xfMkmlICICcHOOp4JOPX2rH+JniK00gXEOlaZaCB4zDHMsQSRFAwAMDjrn8TXm08Vzu3V6v9P8AgG8o2PIofFmtaLbk3mozz2UZMcakrjcDyM/56Go7HXGvL6C8X7PHAy4WSNSzL9ePbpWpp/hCfWvA91YXVtCJZQ3kupBOSeDnsAPx5rK0b4bf8I74ceMyPcXk3BtGJ/dqMHcMnkZ7ivai6bi9bS/Q4ZRSle2h75+z1+11cfDvVrbwtrZjvfDry7FnwfNg3emTyue2OK+/7FoLu3guo38yKeMSIU6MrDIOK/Hvwh4JbxN8QdF0azMlxLc3UauEiO/7w3EccAD+VfsdpOmxaba2tnFwlvEkaDB4UDArspNKXKtrHn4iKSUnuy/5QWMKAcKNvTHbrmir0Nuu0YO71GOtFdy2PN5jxHxR4fEkx8uII695mOK+af2gvhjP4otbGE3NrZbGJeS5TKgEgEZ96+8Nc8JrcN99dzfL79K8b8VfAe08aeIIW1C6eCCzHmJGqjbIxJBBz149fWuXFXp0Hy7/APBNKE71oyex8feFfhNp2m+Ghf389roV00pitjOW8mXA+Vyo6K3BBPT616NB4WZLeHRZrDSG1ydzMkkLCaKwtyisCshH3jnPPQMvqK6j4u/DrQfhp4N1a915pBYo4S1UTsZJnOduBgcjv2wK+cLW61n95ZWl5LFfTQoPsqSAlLfg7ZDjqBy2SBnC+gr5hUZV7ymz23W1XKdprMPhXWF8T6hFp1jBpujxgRwRxkNey9NzsMEjJDeuAK5HS7W58K+JLPT7HWNa0LxCbdb2e4gu3EFlCWG2ORScZKFeMHlhXZeFdDtpNKfUDbkaXo53GSST5bq7Ub0idu4AHmOex2j1Fd98PfCN14X8K6z4v8SSRyeIdTcXUaiNXmMWSQhDHhmJzgdOnQCumMXQi/w/r8TGVT2jWp5tLdfF7S7W7k0y/wD7ZurdmDW+oxIfMJAbIbILdscd65nQLH+1YZfDeq+GLe513XQb67vvtWXsyM/OC3ygDBwoNey+LviJpcnhONdIld9Y1G5NubZ+ZRL8qkEHJxkjvjHsDXKSeEWvp7XRrSyksr3y431C+uEJGAQSABnqQAFz6njFcsq042jaz7/1vbc6oqMtWcprlr8P4dH+zagmpWdppuUF5aoYUl6KWYoTkkjkkY96+eJBDH4g1CPQ/ElveWwdXtkuoY3kkbOQG3hSfrX1VqXgOG+8QXupXl7Hp2jw2v7m1WL5riRThY1Q9QWI7n1q34u+DiX1jBcnwkur312CL/zNiyWkWQEEYHUAYJ6Hg12YPF8kXza/db7mv1JqxjeyPEh4LuvEjRar4hgTyri3a1vbu3V1KqFyMLyMnAHHHtX1L8J/BsV94Th8GaMI7jQLmDzEVSUkXaOV3euMt2NfOdvDqPhPS7/SCslhIxa2mgmLLEwbChtuP7uW64+U+1e+/sk/DCQeFNTNnNez6y0T6lYfarsbXUOFLIOCgxxg571vFzrLkTulsl/X3HJW5Kfv7M4vQvAyaHeyi4mhe5024a3uvkJaePaTGwfsdpH1GaofEbwDqFtrE2t2Oky6rp9tF+7tISUfdgbTgfe3SH34Art/F3ia/wBM8eXWiWFxDa6vJAAsLlTFKCdyj0OPmA+op03hS+0n7VPrqzW8LMqwrbuj7Xx/CVZW684IrgqVuRqdjpp03L3Wzzu2h0RdBg0S4uILTxDaX/8AaNxHeEpJ5ijJVV6E/wAPftWbqWi6j4/gutRuNyy7t8KlceXH0UEemMV2reDvCnibWPteua1qNpLZKWs/tlq6gux5AaQEdRzzVnxdrc3gfULVNP8AEFjc390u0xrp0beUmMZdkwO/XGfzrilVjdOO+/8Awx6MKcr2/wAzzLw74D13T9cn1RlQnTrZ51maPCmUcRoBxuJYiotD+Cfiq40u+1EvJ9qmhdo7hY2dFdhliWBxuOSMVnfE74ialqF48M2sBgkzRoElSPOOSwyflX269K1Phb41+IGtazp8tlqMl1okKnz7OEFo/LyACwHGcd6uUsQqHtfdS8/LZHZ7FKVr6/kWLjxL/wAIDoUXhZFnjv7UCW8ZyM/MoIQenGCfqa4HQ/H3iJvEP23yZJ7U/u1uzHuESk/MQO56jPpXtviH4Rn+1L3UmtmlOpGSa4VnaaRFKn58k+mPl7ZxXIr4YuLvSb+wEH2fTYo9nmxPhg+ccr9OaMNWoyUpRV77tnPWvFKL3NHVNOjt7eS5aWMWcMRuJZANgVQM7j/nuK8imaO602+8S6lJML6+mEWl2cSBg6KRgHPG3Hfua7q5sb/xV4b8N+DrW4kaO+KzX0sjkBbeNjncPfHf2qb4f+Bbj4gfFC6NhCf7A0wLBbR4D79vCnA6nPOPcV7FFqnTu9/6SXzZ5M2+fyPYP2N/gvef8Jpp/iO/U29zZQmWSERAA7+Bkjq3U47DFffcMQWNRkgk9B2rl/h94NHhPw1Z2bZkudm6aUgB3Y8nOPeuvt7Paq5TjOTz3r1MPTcVzS3Z5Verzv0LVuqRoQuWJ/GirVusjcYC+o5or04x0PKlPUnezimA+mCGFYmraKPLAiXcRyNox+tb6u74xg+9DbivBXjr3J9qqy3sYqUloz89/wBrLw9rlx8UNM1LXIWfw9p0XmWQaYqkj9SpU9SNuSeeNorw630+JbsqupSQ+I/FDL5yxzECOFm5RiQAOBkgHuM+/wCqnjT4d6B8RLOOz13T0u4Y5BLGc4ZXAxkEexNeF+J/2G/Dl8viCfQr46de6hh4JruIzm3IH3VJYYUnOce3pXiYjDVZSbgtPI9nD4qlGKjNnzh8P4bfxXr2k6PHaeb8P/CMccN3cJgGSQvvJbsxeT5m5yVA9SK9M8VahoY8UT6zemRhZiS7guJIlj+zxqh5UE/OG6cjqRU3wp/Ys8XfD3UFt7jV5Y9Ejm+0fZ9Nus+e+TzJuAPPfH0rqfjl+zp4r+IuqaSNKs7Kx0eNguoTO2biaMfwqijp26g1x1aNXmuk/uZtGrSva6+8+W38VWfjbUR421KBtMeO58qw03ywsjDd+8mA9CBjI6YY9xXd618WrOx0Gyaziubi+uLeO4u5EBzIgyPlJ4C8EYPcmtbXvgb4wbxddXcXhy/a28PWsUOkadCiSbVK4U8fKcAOT1+Zh6Vw3jC11Flm0m6hks77UpYm1O2RDI9vaKAQMgEggnLAYBORzXmVKfNKzjZP+rfPqenTlFK6ep6x8L9Jt/H2oaR4p1CzN5BZnfb27ABPMCkqv3cHZuBOe+PStDx1qk/w+1DUNavbGTULOS1aRRa8eZKBjbg8DpwOByT2rndI+Lnhr4Z6LpPh3RrXV7nSbdPLTdH5bANndJ8yhiSxJyPWuW+Ly6/8Wb5tNsorq18LaPFvuPN81ZmUgZOMEuzDIAH/ALNWkKapq1/6/rQxk3Une1kcqt1rLeEzrutReR4o8TM72tk2P9HtQwVCpYfffHGP4V69a9X+GU2oeHri0tNOiW71CyjjjknuHKKIG4ICjpydq9sKx7muG8D+AvFmu6pH4m1i1vL6Z0+y6Vpf2djJHCm1RKw2hY+AFXd/eZutezr4B8Rf8JBZSSWS2Hh6DN5fXyLukuZQu1YlQc7EAH1rWa1fJ+Bn5SPBP2qvhdrS+KLTxfZSRTnTRErPG5RgoORhfbivpzw3JpHijwRp3iSO5tru7FrG08TLiVWwASoHbr/jXNeMtDPjK1e2s28u1bEc0cibXfHRjgZ6Z4PrXmfw6kk+F/ie9tmu7hvsMmY4Vj37opVyg2E84bIxxzjmuZzco8lr2/U3UNOZuzPSvFOlR6JpenvHps99e3Q/d+TGQsEagksQRhec49TXzX8XNe1S41iOzhsxNPBFJsYhfMLEA/N2O3POO9fRK694jS11PxN4khSG6uIiunQSAqiBlGGK5xgZOK4XUfD+oWMWnaCEtdW8R6gfOWPy+LQuoJZpOT0xxg85Oa8yNlO8lt0PVpScUmtT5FtfhPcapqX9oavJZWvzBUjkiIbswGB3OfrzXqHhPw7d+EbeYPc/8SuVlTyoFaMSgjB6c4ycV6x4h+Fp0+GCLxBYGGdJAWuIchCR/d4wSPeprf4azawl1Zafta5mUNDJKzN5S9c7ONx4GMcZqMXj61S1Ktp5W6eR6lN07c0NiK002Lxl4ZvH0+c6Ze2snltPaXUkQwQBtxkk4GOW61xWg6L4g0PxDcSQarDrmm2gVpIJoI9zOTyGPy8DPcmuz8HaCbPV7zw42v29lbxb57xVs2MiBRuIck/ePGBjvXUeGPDl/r3iKwsILa11exlLvJIhaN1Lt9w5ByAB04HNc9Gc4JxWz77/ANf5nJX5Iyb7fd+J4xr2hy69H4g1eycnX7g4gtrJMxpGSAY4wD2BP+NfWX7MHwNHgLQbLWNRDf2jcxgiF1w6gjkv/tda6jwP8MdD8I6jHo+nQQyxwje7MysVIP8Aq1wBtGSDXr1nbKgCZJC9dv8AKvrcvououee3Q+ZxNdWtEswR9GYf8CJq7Hndk87RjnrTobcEf6rHpnGcVbWHaAzrzjivp4xZ4FSoiPCFcDd79qKSRnXBMhjHdUHX9KK1ujNXLSzAkhB/SmlvmJOMf7NPHyttwCDQ3zA8Himc+hHHlmJVPoc9KsYLcfj0qPowAHPvzipFxuPXPenEUh64VeuBTQp3EnhcdO9JkKeWOfSnZDA+n1rVWZAixoASuPwFZ8ugadc3BuJLK1eQjBkMKliPTOOlaTfdwM/hTdq5GeTUyhGVk0NSa1TMO48DeHbzUIryXR7KS6jGEkaFcjByB+daradbfakuPIh+0AbRLsG/b6ZqbyhuYg4JpHby5Ae3dielR7OEV8KRTnKXUR40VScAL1OBis2+0pL2E4O5COOK09wfhtpGM0rKGXg8U5RUhxm4bHmHiDwKJGMkRV2TlVccH2r5d+JGhQeGvEjanLF9ne4kEFyLgHMikqFIOOgbGPqa+6ZLFZuwIPfPP4Vga94PsdUtXjuLWOeNzysiBsmvHr4H2kuaOh61DGKOjPlDx3qR1HTNIv2ht0a02gWtxIBHJgHnHYA8j15rY+E9rdm5v/EWpWZjuZZMR3E+CDESBxgcfwgZ7Ct/4qfCu3W2jLWsc9tE+ViYZ2HGBz6V4J4l8UeMPDN/p9pZ6uPIn+ZGWQZGOSpB6Yx16V8xXwTp1r1Nl+Pme7SxHPStTPof4mfEzS9JS2sEsrTUll3O0cil9+wH5R6HOK8anvtf8KaYziAp4h1WJ5opIwQLIvnJ2D0HTPoa5aPUri+8cW3j/XLlRDpQ8uw06CI4u5jgCR3P3vmBPT+VekeHZNSFnqOqa3GlxrFwr7Y5slEV+AcDvjgDtz71x4iMak4uJ0UeajFqX9eR5Vb3dvc6pY+HLK81G51K+k3aheT4y/OdzHGcDjvzgCvXLHyvBWnHUrOVf7TeRre0hO4B2VcF8cfX/wDXWb4d0vTvA41DWdVSG91a9USQWoBWZVBPfspOMA4ziqmteOdFvZrSC9uWXUNRuI0jUxhYIgRjjJ3dDg+9RCPvKyv/AF/XqOpNyum9D0v4Bw6rrHjDULmbzDC1v5gklGFd2fJKr+A/T0r6PtdNW2j68k5OeBXm/wAAdGSy8KtfRzfa5p5Gijl7KiscAeg5r1QwCSYBuSoznrz9a+7wNO1JN9T5bFVW5uK2RIsiRqoXce9RysW4Oc9cDqfarUaqo45pxUZzXr8ra0PK5kmUWhQMv7oDnIyM0Vc2LIMY3YNFRyPoVz9yLLZwxANOWRQpBO4jr3oZNzA9MdKjaHa7MSWz0HpU6oWjHxgdQOvXinqy4yDx6mozlh8vP44FAAVcfdxzweKEwKmrag+m2xuPJ85V+/5bAMB7Z6/nVy3mWWJHXOGH8R5qtq2j2muWLWt3H5tu+CyAlc4OeoxWRdaPe2MltHo8sVtaxIVZJFOAPb1NTJyhK+6NYxhONr2Z0ytmmMCThuP901W0+3mht1NzMJpe7KCAfzNWgF3ZHJrZNySuYNKLsmR7Sh+6FQdTmmsqSMQ75Uc7c/rTnhEjHIDD0pVj+bIXYo7Y61HK72Kutx0Zz16U51HYU1htXPYdh3psbOUG4YPervZWZPmKshZio/h9KjnWSQYHyjPJ68U9TtD4XaBx0qKOZmmYNGwAHB6huah6qxS7ow9f8Mw62rR/NlhtPHAGO1eC698Ebz/hINQgm0qa4tJGUxXaxB+ADjBByBycj2r6fGdvQio9pZtxxuHT6VxYvBRxUOWTOvD4uVB3SPivVfCMEfiFV+wzT3lu6LbwqGEUO0Z3kEcnI5J9R6VqTaHLrWo2l4YJLgyGGzazWXMec53NxyxOPr0r63bR7Sa4M8tnbmb/AJ6GMFiPrinSWNm0kcptYpJYjuRigyvbINeI8lnf+Jp6Hpf2nH+X8T5/8Qfso3PiaZ55/EMcDt84iW2J2Ecqud/Cg+gzXlb/ALO/jbS/FNjYX3h+C/s/tAkTV7aQMqYB4x1XPHXoCa+30Bx1J/GnZwOa9WWU0JR91tHHTzKtB66nM/D/AMHnwX4UstKeVZ5Y1JkkVdoLk5OB6c/pXQiFjnLZHpUh3NxSbQoPOK9anTjTgoRWiPNlUlOTlLdiFv7vX3pcFlIPJpfXrmnD0rRIgYq4+tFDOC2OePwoo0WgFTJXB25PbFSMcquflY/pV1bGNQQGbpjrSDT41zy3P0/wrqWW4hdF94/aRM5lZWyGyM+lSw5kyzfL6DPSrn9nRZzlge5Bp/2NO24fQ0LLcRfp94OrGxVZjnHWnY3LjNWfsy+po+yp6kflWv8AZ9f+mZ86K20ZB7jpR948gmrP2df7zfpR9nX1an/Z9bsHOit3wOlAb8verP2VPel+zr6mj+z6/kHOirnjA6+9MZSVOCfoKufZ19TR9mX1NJ5fXYc6KTAqvyjn0pyRiNgepxxxVlrGNjnLA5zwaeLdR60o5dWvql94/aKxWb9fTNNU8DHQflVv7Op7mkNqp/iYfl/hVvL697i50ULqbawUH5jyMVAzLGvBz6Z6dea0jp8TAgljn3pBpcCkHB9ulYSy7Eyd7L7zVVIJFKG4ZVAYE8dTgc+lWA5LfMNv41YFmgbOWzT/ALOvqa0jl+ISsRKpFkFGc1OLdR3NH2dc5ya3WCrEcyK5X060xm28dSB+NWzbqe5pn2GPdu+bNRLAVvspfeNTXUrqDySPpxRVtbdV6E0VP9nVg50S0UUV9OYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z) | ASR 6M73 D07402 1402 Kam, futteral eller dele heraf
1 rustindkapslet kamskinnefragment, der på oversiden er forsynet med en tæt fin skråt anbragt stregornamentik. På undersiden to tandmellemstykker og jernnagle. 2,5 cm. lang |
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) | ASR 6M73 D07612 1402 Kam, futteral eller dele heraf
1 dobbeltkam af elfenben fremstillet af en rektangulær, tynd plade i hvis langsider, der er udsavet meget tætte fine tænder ( nu tildels afbrudte ). L : 6,4 cm. Br : 4,05 cm.Tyk : 1,5 mm. |
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wjDk4wGx+AzXiX2jxBeQvJLCm1jkgMAR+mKl0vWLrS9NjtJdJWfazFZVuNoGW5+UdPT/wDVWKno1J9vwNnGzTjfr+J9qaL+2JomraPjXLZrHVVijZoLVS4mJO1jHnoFPJBPQ8E14B8RvHVr4g+KVp4s02CT7PDLZ3LwyKFkdoXDMAM88KADmvK2vNQWTzXsfLxl41Mwzg+nHT60yHVtRi3+ZawFmAIEk6kqPy9f505VqkocitYI0qfPzu9zqY9ajh1DxROUka11K0vYoQse4iSRg6ZwSRkjHoM1csPFiW/hO68NTOZZHvk1KN8ANgQvHJ+H+r6+9efyeJbl2kDwQIW6N5uMc9Bx/nFVrjWLp9QN3HHAcRGLYsvY5P48/wAqmM5X18/xKlGKWnl+B1GoQxWbKVaEjy9zENuHO7g/hWZb3BZXVWym/cY1xx/nJ+tYX/CSalLkiFGIOCBk/nVjRdSa8mlLxiOUAEFOnes6krLRFU1zO0maV5KkCs4kQE5KqxHPH8ulfb/7COreH7r4a3VvZOv9vx3JbU4yBv5/1bD1UgYz6gj0rlPgN8CfCXir4W2es38rXt1eNIH8iQKUKuVAJxnIAHHTnPeuI+GbL8F/2wrbQNGm+22V9ItjcIDztlTfhu2Vbax+h9axjCbgq8lojdyjGXsovc/QFCNpoqJXBb+VFdJKO8uFG01+Xv7V3ixtW+NXip42837GDbfMw2kRkJtA7bSWP41+mXizWoPDmg6jqdy223s7eS4kJOBtRSx5+gr8fPEetv4h8Qalql3DHC19cTXFwiEFd0h3HGR93cf0qpu6SOBL3rnP2niqwgcrJZWjHGAzQrkZ69Ryfc1YuvGWiRswj0izkX1KqCPYYHNXmfTLe8Fu2nWIhZMOJkVyHBPO4KCDjsK1WfRYJLSP7Jo6STRKz3DOXIIYcZ4wSOPQAn0qoptbjbXY4jWvEFheQhbSCO1RkAKg9+D36dKTSfFw02JVeQqF6BWyPXp+X5V2GqeJNIudUMltpej2cKhQIxEs3IHJ3YHU5PQ+ma0Y/E+iW9q8bw6fO0yZyLdR5eMEAbQDnPfvzS5fMal5HCnx2ZN+55ZBJ8rZOeAc4HpVqb4gTTWaQ2/+jrGu1UQkHqc/Xqa6BvFNnbyhhNalpTnbHbhVQcjqD7/oKo6z4isWswttfW4kXarKI2AYgckkt3x6VFrapmqfMkmjlP7YW4ZSsoidSSQx2gnipf8AhJWEqrJAh5yjLjCn2Iro9X8SabeW4VGdBsVfLiz97HPXoBgfpVaHWtNs2CJA8qADPnI+d3fBJPHPb2qXfuEbGNceI7ma6EqwrFJs2PIvBYenX9adJrjGMKvlqxYsflJyfrV+PXoWknJt5CrZAV4yNoqp9ptlYYgMhOWLRoTj61mm+5rJR6mdFczRK+Yvkctk8DGeuKvQavE7EvtZe0aqfyzircerRXkKiK1dyOAwTOT64PtV+LVGs7GW2jtHmLsNvmRhXT2BrNt/aNYRj9nUz08QbdyNblY+oVVGP5Dio5tUhuBlIBu3BtpTIz78fpWxc6zqbWkVsulhVTJ+ZwrHJzWdfam+5PtMZjdT8qKQRnPrRdu2pWkd1oUY7y+hlnmSGUuV6bW2gZyMKeAKZDeajdSlntXuWPXNvkDt1FasWqLE26XZ/EB8wxyPfqKbHqAt1xDbqxzkMJFH14zV82mrMeXX3SjNcTLuQ6Ur7euQOD+dVjJOxK/2VGjdDuCnpV3zLnznVbaMHGXZ5xgA+tQTQyXFyUa2ikZQM4cD8+PahNW3Kkm2Vpoby0VZhDb22DxtfBPPfrUllbtNeRRzmLc6MR5PHOenvx/OphbiOQtJBbx548sOCOnrVWzt4rXUrbakSs7MG8knoc+tRLbRiitdUdD4d8aeI/Bolh0XXb/SY7rPmLbTlQTggMR0BwOvWvof9i34R3eu+MB4/wBV3PBbrIbaWVy7yytkNIzHqeW9+fpXh/gX4V6/8RzdXulWbeQrFDJ5bSEnA4CrzxxyeOfrX0t+yDrOtfDPxxdfDfxDJItpqETXelrMGXy5U5kjUN93K5bH+z7ms3U9panzaJ6r+vx8jaNPkbnbfY+wY4xncKKeqlWxRXYSi78YPBdz8QPh9rXh+0vPsE+oQ+SJ8Z2qWBb81BH41+ZH7Q3wdf4EavY6bf6j9vF9C06yLnj5sY/TNfrWyh1INfPv7Qn7Ocfxm8ceGJ7lVbTLW1uYrhMlXLMp2FWAwCCc8/rSqPlXMckYuTsj8rLqa2mBLzNkks21fvc8VH5dhzsEnTOdmTgDmv0jk/YG8KQx3JW3J3GB1V5Nyjy0II6ZwScsM/MfSuc+F/7EOm618LbdvEVklvr9w8omaCUCRU89iF3jK4K4yRzg4zxXN7V/ys19n5o/PhhZ7cK1wTj7wQYx1PemPOiKyKZN2MNx1/Xjiv0huv2E9EPiS0EUfl6YLaQywpjmT7THIrbscfKGXHoQB61xPxN/Yz0/w3ofiPxGAc2ouLlY2I5XauMBR0wDjkdTVRqSl9lkygo9UfCskht0wI8JINwZox0J46/Q1Pb3Eiqs2xWAy+JIkI2g49PWvUPGHwzh0O80JFjLLqGj2l7Ai5C5e3WTGO53MfzPSszT/Aq3Gowny8Wkl5aojE8Mk8TOR/46v51TuETz+W6Lzhdrbw3RIwCT+HerEniK8aIR+bIqLgIqoOOuP519C6f8BtPk/ZnuPH0bxC6hlkikJB3j98I8DnHKkDPvUC/sl+I28R20A04xQR3d1CsyusmViQvE7AHOCeMde3ek6nLuNQcnoeBQ+INQFpIguJmhPLxjG0nJAYgdenemLNdB5Ht5ZC6LsJyBgFtuD9Tn86+wvg3+yjp/iTWvGmg3scUlzosVtFG0oYNmTz8kDOBlkzyDirPiH9jU+D/DGtapLBNKtsJJ38xl+VVjDA5H3huB5AyPzqVUle1mW6cbXuj45h+1W6/umlt3HGI9pPB2jpz1qFtQm8uJi8pbgrlhk4znPJOSa+4v2bfgdovijxJ4givo1Jj0fSrmMMgfb59uztgnpncOnPBFdx4k/Y00Gz0/U7u2ih8yGwKw4j3PuSJgOT07c9T39ad5yduXQXLGKvzan50SXjyQM010yNuK7fmOAAM557kiqkludpkkaRCrquSDkE5ODz2Ar6Z/Zp/Z+T4reL9Vh1Szc2lqVu1aTKo6s+wYOOQQjV1Pxi/ZKn0XxZJZaJp/2hG0979XjUsDILkDaSeh2vj/APVUc+/ZGnJt5nyFbaa19JH5kjsW243AkkkE45P0/OtC48O3drbwmbT7uAOoKs6soJbp1Hp9etfQmpfDldJ/Z7vtSeBlvdM8WS2vnHP+pEIG3n0YkZ9RXu37QHw70rS/gHDfWGnRQXMMdlP58a/P/ACQ3UDn6VrGM5ytfuZycacb27H57/2a0bsqMQTK0RjDjPyjdz2xUul6ZcXz4M0kMj/dO44OADgn6d6tX1u0d0VQAv8AaZGBI9Y+p/Wuk+KOjr4d8ZanY2yCOOyH2ZBuwTtCL/ICkkwlaL2OZv8ARWsVZbm8uMg4CxupBb8/6VHDpH2WNr2Z+YwNqzNzz3x3q6ESSZXiRWEfQv8ALvPrySKWSO5urqOS7iP2cMW++GIxnII49az9prZm7paXij6a/ZZ/aM8KfDrwdeeHfEbvpciXck8N95DyRzI2DtJRSQQc9eMEV1Xhb4naf8e/2ovCN14ctpW0bw3b3Ms19JHsMzPGVHHUKDtAzyctXyDf3Cw6TItqqeZklFXgqO/6etfff7FfhPwzZ/Cm01/RU3X2oZS9eTmRZUOGU/jyPYj1NaOo+T2UFu9/xZEYe/zye3T8Ee/l9znFFSog/OitSkjvuo60ueh61EuadnJrQ4h+6oljWJdqKEXqABxTqQ8dKADArD8a+G4vFXhPV9JccXtpLb5HX5lI/rW52pKT2sNbnyf46/ZjdtR+Ft1AJrx9Ft7LSZyQq7o0GGdgT12r0HrXi3i74Qal4M17RtKMbTTO+io0yxsArtM8K/mAfyr9FpIUk270DbW3LnsfWszVvC9hrNzDPcwrJJHLFKu4BsNGSVIz0OT1rncZx1Tubpwe6Pl3wf8AD+78Q/sT32iWtvG19d3F2qREhQWXUHAJJ9kH5V9RJotq5hkaJfPjGRJtGQcYJ/Kn6HoNp4f0ePTrWGNLWMswjVAq5Zix4HHUk1o1pG+8iZW2ieTfD3wFeeH/AI3/ABG1tnjOnatDYeUoJ3h0WQNn0HzfjmvS9a0iHWtLvLG4UNBcxNC6soYFWGDkdxg9KvcdcDnrR6YGKaTtqK+uhzXhPwDpng+aeXT7eCEzW9vat5MQT5IU2IOOwB4Hat+aBJY2RgCrDac+9SZ9OKOtKKUVZFNuTuzmvAvgPTvAmlx2WnxeUiptKg5XqTx+JNa99pltdSedJAskuzZub+7kHH5irvrSMA2Afr1pRjGK5UhylKTuz5x/a28O2ej/AAA10W8YjiW5juD7MzgEj866X4r+G/t37PWpwTRNvg0RZCMHIaOMN0+q13vxP8C2vxH8GX3h67B+z3Zj37Tg4V1b+ldBeWMV9p81nIuYZYzEw9iMUKXLP3VsgcVKOr6n5meEf2S9a8aeCfDHiS1uvMGqSpuilj2qkZLhn3ZJY4UcAd66P9pD9nXUG8Sax4gid1tZbu6unDQsAsSxqRgjOeh5OOtfoRo+h2vh/R7XTbOJIba2QJHHGgVQB6AcCvP/AI16bNdfDnxMscTOW0+44C5/5ZmlQpyek5b/ANfqTiJreKPyY022u7+4lFpEoC5LSyY6envTZLTUro5Plk9E+bA47AUvnyWtvi1cx7DzyAc45HvmpzptzHpC6gLW5WI/6t1gYICDjOemc9TXPJWlc6YyTjYox6fqM2FdBGmM7zg19jf8E9dUvY7/AMZ6HJLvsglveIqn5EkJZGI9yAuf90V8ewRapqTiCCznnmJAAgDHk/7Pc1+gv7CXwf1bwJ4P1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| ASR 4M75 D08715 1402 Kam, futteral eller dele heraf
1 fragmenteret benkam med små tætsiddende tænder i den ene langside, store i den anden. Tandstykkerne er sammenholdt af to benskinner og bronzenagler. På skinnerne er der tre furer samt en række hak fra udskæringen af tænderne. Endestykket har form af en flad rektangulær plade med to udskårne huller. Længde : 8,2 cm. St. br : 3,8 cm. |
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) | ASR 4M75 D09998 1402 Kam, futteral eller dele heraf
1 fragment af benkam betegnet PB. Koord : 109,7/218,7. Niv : 0,72. Stykket, som er et fragment af skinnen, fremtræder som en flad, rektangulær plade med savspor i den ene langside. Tværs gennem stykket er sat en nu korroderet jernnagle. Tværmål : 0,2 cm. Længde : 1,7 cm. Bredde: 1,5 cm. Tykkelse : 0,3 cm. |