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Fragment af formodet tenvægt, ca 1/4 brik, fremstillet af kronhjortestub, oprindelig cirkulær, dekoreret med gruber og midterhul. Evt. blot forarbejde? |
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) | ASR 5M74D D03237 1405 Tenvægt af knogle/tak/tand
1 skiveformet, næsten cirkulær tenvægt fremstillet af rosenkranspartiet af en kronhjorttak. Den ene side omtrent flad, den anden let hvælvet. (Takkens naturlige brudflade) Diameter: 6 - 6,3 cm. Tykkelse: 1,4 cm. Midterhulsdiameter: 0,75 cm. |
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| ASR 420 x043 1405 Tenvægt af knogle/tak/tand
1 tenvægt af ben, bestående af en afsavet ledende af form som en kuglekalot og med gennemboring til tenen Diameter: 3,9 cm. Højde: 1,8 cm. Vægt: 10 g. |
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) | ASR 8 x068 1405 Tenvægt af knogle/tak/tand
Tenvægt af knogle. Brændt. Cirkulær, flad, med gennemboring. Vægt: 9,03 g |
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) | ASR 47/63D D00561 1405 Tenvægt af knogle/tak/tand
Tenvægt eller spillebrik drejet af ben, skiveformet. Aftrapning på begge sider, kanten afrundet med tre inddrejede furer, hvoraf de to er meget tætsiddende. Diameter: 3,4 cm. Diameter midterhul: ca. 0,8 cm. Tykkelse: ca. 1,2 cm. |
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) | ASR 1200 x0198 1405 Tenvægt af knogle/tak/tand
Tenvægt. Dia. 45mm, Hjd. 30. Hul ø11mm. |
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wc6cnUmrHdafdJ9hbIQjBTcz+nPYH06Y7Vltc2VrbkSsyTIplR5GViGIwSMKMHHtzu69ag/tWK70hQX8lh8rbW4B7Hjnv8A56Vy081qqxrcTRI+5XHmY8zaGyOQx+Ugcjv3ryKT15j2JLSxpaP4Is9J1Aan55ivrgYBly0pQk7VAOQqg84HHWvavgjHcXHjB55JmkWO2dmAGFDEqP6n8q8X0W8NzqUUxl81pCPvADt2A6Y7Zz1PTivob4C6akNjql9/FLKsfBzjChj/AOhL+Ve7gY+0rJniYyXJTaPaLeT5RWlby1kWzfLWhA3Svpo6M+Zmro0Q2aRmpimlJzW5yWPyL/b+m+z/ALbgkLCFVs7MmR5BGAPK67jLEB9fMX61806z8P5/FfxPhtG1OwjttWuZCk1vqEF3IqqpY7lW4k2kgYG+QDPVgMkfTP7ftx9m/bbglEjQSLaWeJfNMeP3fZhLFj6+Yn1r4/8AG2tXlj8RNS1Czvpor2O7aWK7hnYyKwPDCTzZTn38x/8AerUmW5z/AIp0q30XW7qxtrqS8toyDHNJAYWZSAQSmTg89iR6EjBoqrqmqXOsX897fXE15dzMXlnnkLySMepLHkmikQf0v0UmRSUihSfSopGpzHFQSNSLSIZWqu1PkaoWqGbIM147+09pn2zwXp92E3m1vkJz02lW/L5gg/GvXyawvG+hx+J/CeqaZIgbz4GCZ7OOVP5gVnNcyszaEuWSaPgzxFcxwwQvN1B2YHJ6+tZ2n+IHs7mSKaTYrHDrgg5PTtitT4p2psgZlXMJAY465wAR/I145qWsS27O6P5gfGcc4wev0r4DGYVKo2fc4Wtz00e2nV4Gt4vNuzGM/dDjn9OD61bt9QSaT5WXBXIyRgnHQn/9fPp1rwN/iVptjD9m+0JJJgq0cZLgc8fMOATj9a1dF+IdhrVr5a6nDG0ZICuwUvx09W7dOa5I0KsNWtDqdSnLRSR7JDe3H2wl28+NjsyGOOcjk49u3NczrV8WupbcjyZc5LMxB246dhj9MH8Ky7bUo5miRLmWKLZuaSRDkcHOBnvg/wCNc5ql5A32h1lkgCx/Ku8F9vcZHTP/ANbitVDmeo78qujt4pJNNvzpMmpKxmgVpJId25QT/tAZIx2z1xmszxHDoukzKIL5JwQu5hLwGPXcB1OR0HHTmvLrfxA630tzdSEwwpukdpMbfTOfp+lcL4i+KEV9qANkPOij4LNyDk+hr06WDu7rY8uti+Wy6n1N8MdWWbUEjkd5DjiRjwSCeOn6V9tfC+NIvBGlbFA3RlmK92yc5/z2r87f2cY77xZ4itrCwh857w/u22fKpAyzMewAGTX6TeE9BXwzoNlpqytcfZ0wZGABZiSWOB05J4r2MupuM5yS0PIx9RSjFN6nTW/3Rk1oW/as6D7taFv0FesviPHlsXl6CnUxTxTjXSjkZ+RH/BQDzP8Aht6No5GidbWxAdGZSP3XqpDD8DXyL8VNY1HVPF9+l9ez3otZWih8+V38tc52jeScfjX1x/wUEhab9t2NER5Ge1scKiM5J8v0EchP4I30r5u1W/8ADdj8WLdNRs5tLS3vHN/cXeLiJyF4HkvarsXdgHMTEA52EjB1MnueRyc4J49aK6D4iajaat4y1W60/wCxfY5Jt0f9m2ptrcDAGI4yAQvHGQCepAJxRUkn9JOaN1HammkaDXNVpWqZ6rSGkWiBz1qLNOY0ypZohM9aae9LTM0ikfOn7QvwnT+x7q+063H2VtzPEo/1ZPXHsT+RJr88/G2uRzfaLSJo7cM7RfakzjcDjplQOeuc9Pz/AGNvrWO+tpIJkWWGRSjxuMggjBBr80f2lP2XvEXw58S3d9pegT+IPBkrtNDcWKM8topOTHKij7q54PII565x5eIw8ZyU0tj08NinTi4N7nzZD4XtYbJbieS7mYspiC7VTnAzgPkjLdQOP5FnoMP2e2SG1lCpAD5ymN0ZmG7G7dgnORw2eOnSqmp6pHpsaG3mCzMCrrFGUIA3Dk9j0GMAgcDGa5W41m/Zp913NIJFw67cgg446AenHSub2c5dTp9pCPQ9TXxO3h1VjvZpgJAfIg3htuMfMy5YjI5HOOfan6T4ltdYvxDE2ZW/dLzxkng+n8q8vsbdp5WaUuFA6sVI79fc12XgPS4v+EgWWVGaMqwQoCcMVOG4/wBrHOOKyeHhHV7lxxU3aK2Ol8QaXaa9BNa+cz28cuGKthXYcf8A6vp71xGgfBfxJ4n8W2WieHbVtVub5ysCoQM45OSeAB1J7Dmvp74T/su+KfiZeCTUI00bQFkEiX1xF/pLHH3olGM+mWIBHY19wfCr4G+FvhPbzjQNOEVzcHM11Kd0jcAYB6KvA+VQBXdRpza7I5K1SF+7Od/Zp/Z2s/gX4XiguXt9R1+RAs17GnEa45SMkZwTlieMk+wr3GOPnJqO3hwBxV6GHPau9WguWJwNuTuyWFC1aEKbaihh21cjSiMepMpEq9BQ2aF4oNbnN1PyG/4KCpHdfttxQND5ubSyBTyvNDfu+m3ypc/Ty3+lfInxU0uDTfF175F3by+ZIzNbwwyQm2OfuMrW8AB/3UA9hX1r/wAFDo0b9thDKqvF9jsdyyAFT+775Vh+amvknxvoN9c+Np7e2sXUXt15NqBGI0lZiAAp2ovUjoAOa1MpPU45sZwDk0Us0b28jxupR0Yqw9COtFSSf0z00mk3U1moNBHNVZDU7GoJKllFWTjNRk1JJULcUixc008UbqbupDuDdPeoLi3S4jZHUFSMEGrHXtRsLVNh3PnH4yfsieDviVdSXtzp32e8Y5a6ssRSv/vHBDfiCeK8Uvv2EvA0EItn/taNlGPM+0Lkn+9gpjP4Yr77+x+Z1HFV7jwxa3Y/eRqaydFPYtVGup8E6F+wv4NtJFMs2r6gSeVkuAqHk8YVQcfj2r6A+HvwI0PwfbpFpml2+nxcZ8tMu2Bjljyfzr21fCsFs37tABVqPS9vakqNtx+0uYem6TFYxKkagYrTjjxxitBdPC9qmjs9vatbMV0VYIt2OK0YIenFLHb7atRrtpKIOQRx7alFAxS1pYybD8aRulFNZqYj8gf+ChkgX9tqItOsSraWJ3Oyqq/Iecs6Afiw+tfJ/jDxVqOn/EFryO9a9XTr5bi2SSXzYVZWDDAWRhjIH3WP1r6u/wCChVwlv+27DIZRDttLEmQy+Xt+Q87vNix9fMT6ivkj4oapDqni69MNrbxGORla4t5nlNyf77M1xOCf92Qj3rXoYy3Oa1jVJNY1O6vZUiikuZWlaOBAiKWOSFUcAc9KKqv8pwCD9KKkk/fRv23PgfGuT8RtJx7eYf8A2Wq0n7dHwLXr8RtMP0jmP/slfjZd/wDCC6fcWcd1HdSs9vbSzNBIWHzw2jsOD1BN0MdiVHaoWj8G/wDCOzakLW72rKLfG85Ephcg4z03AVdiuY/ZE/t4fAjnHxE0849IJ/8A43VWX9vb4DLj/i4dnz6Wtwf/AGnX45pN4E1BrqG0gubdxBdSxtcSlV+SO9eMZ3dT/oYA7lWHfmrfax4Bkmm+z6dfiPfL5QZjkKWudmfn6hWtf++G/FWQczP2Mk/b6+Aoz/xcG2PsLK6J/wDRVQv+398BF6+PoT9LC6P/ALSr8hdc/wCEJ0HXHtLnTLuQQyRiTy5CQVLoxwS4/wCWe4fX86gt77wLbWOn3txYTzrJKI5II5j5g2fYi7Eb+Aw+2BT3LDpjg5ULmZ+vUv8AwUE+AiMQfHakj0067P8A7Squ3/BQ34BRnnxuT9NMuz/7Sr8j9Bm8I6ja3c0mmXDfYbWK4nDSEF8PZpIFw3Uk3JHThx6cZ39seDmjSP8Asu4WUoVMhc437MA/e6bufpRyofOz9fD/AMFHf2f0OP8AhM5ifbSbv/41Tx/wUe+AK/8AM4Tn/uFXX/xuvyF1rVPBdnfana22mSzCOSeOCaOQsh4ugjA7+Rl7Q+4ib15ta5eeD7O2t7iDR5Qt/BPPbqJDmEedfRoG+fqP9FPfiM+vJyoXOz9dV/4KSfAJcf8AFW3B/wC4Xc//ABFL/wAPJvgM3CeJ7xz6Lpdx/wDEV+Q8Os+DJra6uRpDRiGYMkDyEPJG0j8L83OF2g/SpPC+r+ENU13SrGTRGjNxdQQvLJKQgBktQ+fm6EJc/wDf0fgWQczP1tn/AOClnwIhdkbxDfkqcHbpc3/xNRN/wU0+A6f8x3Uj9NMl/wAK/Ii08UeEo0t/P0CSV1EPmkyffK/Y/MPX+Lyrv/v+PTiS91zwjYm2ji0gXhNtE7yRucbzBFuXr1DrIT/vUWQczP1wP/BTj4EDprOqN9NMkph/4Kf/AALVSw1TV2A9NNf/ABr8lv7X8MS+Hb2+j0VI5Y5VtkjZ/ny8d2Q456KTDn/cHrT18UeENSa6iGhrYbkupI5ZHyqnZeNEmB3zLbL9YRS5UPnZ+sf/AA9G+BijP27Wj7f2Y3/xVM/4em/A5WwLrXX+mmn+rV+S9x408LzXDvH4ZVEZ2YLvHCl5yB+CyRD/ALZVc1bxJ4X0XW5LddBhvYYpFYvG42upeJyB/wABWRf+B0cqHzs/Vz/h6h8EO02v/wDguH/xdJJ/wVR+CSrkP4gY+g09c/rJX5P2vi7wtbWenXDaBDczrMqzWucHbGLElicYxIYroe3mt+LtH8TeHLi1uDNolsklnaRyfvGH79lNojKOOreXM3/bRqVkHMz9VX/4Kt/BRT/qvErfTT0/+O1BN/wVf+C69LTxO30sIv8A49X5RN4y0J4xH/wjsUZ2MnmZHUo6hunYsrf8BqxrvjPw7HqGpw2fh+2mtjJOkE64XKn7UEYDbxjz4Tj/AKYL+BZD5mer/tT/ALQnhv4z/tLRePNBGo2WjLDbRbrmMxzqY1wxCxyg/TDg+4rzKYeFvFPxCtrp9Wub2K+nd7iO/ia2TdsJRDM88jYZwFLMRgHOa5/x7fabqUml3ml2kFjHcwTSy20JB8pjdTlUOAORH5YHHQLXK7sDHWmR1Oh+IGn6bpXiy+ttKZPsaeWQkU3nJHIY1Mkavk7lVyyhsnIUcnrRXPFu/SikIeJSvHWvT4LHwfN8B7y/kktx4s+2bI4/PIm+/Hg7PM+7sMg/1eMjPmA4QlFXER5byfpU1hZm8vre382ODzpFj82ZtqJk4yx7AdzRRUiOh+I2k2Oi+Kr2002a2uLCMRpFNa3K3CyhVC+YWViAzEFiueC2K5cgd+aKKrqB6N8Fh4RkvNYXxcYUtRbB42lyTgE71Qbl+cjGDyRj7pzx5vIQGOOKKKAGBsdK9B8ZSeHJfh54XfSzaR6uwZbu2jizNHtUAu8m75g7ZYKVBXGAcdSigDz/AHFeCfyrqPhrcaHD430o+JUjfQy7Lc+bvKhShAY7PmOCQcD0oooAyPEFzp91rd/LpFtJaaW0zG2glk3ukeflDHucYqhyTg8UUUgO+03UvD8fwjv7R2sE8QtesSs9sXneHEOzypAnyEES5+cDBIKsSpHAkjpyaKKALOnNEl9bG4cxwCRfMYIHIXIydp4PHY9a6/4vaxo+seLPM0RrB7GO3SJX06z+zRtgnlh5ce5yCNzbFGeAMAElFLoBxG7AwDn1re8M3Gjx6f4ij1RmSWbTtliyweaRcCeJgOo25RZAW7Ang5xRRSKMLdjvSKx3D2oooA734meINC1zT9ETSFhDwq3mGK0EBijKRBIXIA8x1ZZSX5zvHJ7cxpnhu+1SATW0SyIWKAlhnIManj6yp+dFFAxupaBPptnHdPJDIhkMUixPlon6hW46kAnjPSiiimB//9k=) | ASR 1200 X0249 1405 Tenvægt af knogle/tak/tand
Tenvægt. Dia. 35mm. Hjd. 25mm. Hul ø9mm. |
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) | ASR 1200 x0426 1405 Tenvægt af knogle/tak/tand
Tenvægt.Mål:42x25mm. Hul ø10mm. |
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) | ASR 13 x0343 1405 Tenvægt af knogle/tak/tand
Tenvægt fremstillet af en større kugleformet ledende. Ø 4 cm |
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Tenvægt af knogle, halvkuglefor, højde 1,8 cm og bredde 3,6 cm. |
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) | ASR 1222 x203 1405 Tenvægt af knogle/tak/tand
Tenvægt
Af hvalknogle
Dekoreret med koncentriske ringe |
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) | ASR 1843 x161 1405 Tenvægt af knogle/tak/tand
Tenvægt
Lavet af afsavet ende af lemmeknogle
Halvkugleformet
Central gennemboring |
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) | ASR 5M74D D03399 1405 Tenvægt af knogle/tak/tand
1 cirkulær tenvægt af hjortetak med skråt affaset sidekant og cirkulært midterhul. Såvel sidekant som overside er forsynet med en karvsnitagtig stregornamentik. Diameter ved underkant ca. 3,9 cm. Ved overkant ca. 3,5 cm. Midterhuls diameter ca. 0,7 cm. tykkelse ca. 0,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05512 1405 Tenvægt af knogle/tak/tand
Ornamenteret tenvægt af tak. |
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) | ASR 6M73 D02702 1405 Tenvægt af knogle/tak/tand
Tenvægt af tak, stærkt ildskørnet ( ? ) af cirkulær skiveform og med cirkulært midterhul. Sidekant samt over- og undersiden er prydret med spredte indborede cirkler med midterhul og forbundet med skråt anbragte streger. Diam : 3,8 - 9 cm. Tyk.: 1,25 cm. |
![](data:image/jpeg;base64,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) | ASR 6M73 D03067 1405 Tenvægt af knogle/tak/tand
Tenvægt af tak med anseeligt cirkulært midterhul. På oversiden ses fem indborede cirkelringe med fordybet centrumsparti. Sidekanten er forsynet med en ornamentik af krydsende streger.Diam : ca. 3, 15 cm .Tykk : 1, 05 cm.Midterhuls diam : 0,9 cm |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07028 1405 Tenvægt af knogle/tak/tand
Omtrent cirkulær hjortetaksskive fra kronhjortgevirets rosenkransparti. Skivens over- og underside er glat afsavet medens kanten er skråt tilskåret med enkelte spor af rosenkransen. St. mål : 6,2 x 6,4 cm. St. tyk : 1,4 cm. Forarbejde til tenvægt. |
![](data:image/jpeg;base64,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) | ASR 6M73 D07664 1405 Tenvægt af knogle/tak/tand
Tenvægt af tak af svagt konisk form med en gennemboring på midten, ca. 0,7 cm i diam. Oversiden er forsynet med 7 radiært anbragte grupper af tynde streger samt 2 tæt ved midterhullet indborede cirkler med kraftigt centrumshul. Kanterne, både ved over- og undersiden, er forsynet med en art rifling af fine skråt anbragte indsnit. Diam. ved underkant : 3,7 cm. Ved overkant : 3,5 cm. Tyk : 1,45 cm. |
![](/grafik/intetbillede.jpg) | ASR MD89 D00146 1405 Tenvægt af knogle/tak/tand
Tenvægt af ben, halvkugleformet udført af kugleled og lårknogle. Mål: diameter 3,8 cm. Midt gennemboring. |
![](/grafik/intetbillede.jpg) | ASR MD89 D00206 1405 Tenvægt af knogle/tak/tand
En tenvægt af ben. halvkugleformet. udført af oversavet kugleled fra lårknogle. Midtgennemboring. Mål: diameter 3,6 cm. højde 1,6 cm. |
![](/grafik/intetbillede.jpg) | ASR M8199 8201 1405 Tenvægt af knogle/tak/tand
Tenvægt af ben til håndten. Cirkulær benskive med små cirkelfornamenter. Diameter 3,5 cm., tykkelse 0,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 1200 x0128 1405 Tenvægt af knogle/tak/tand
Tenvægt. |
![](/grafik/intetbillede.jpg) | ASR M2080 2080f 1405 Tenvægt af knogle/tak/tand
Tenvægt af ben. Skiveformet |
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) | ASR 13 x3001 1405 Tenvægt af knogle/tak/tand
Ledende af dyreknogle. Muligvis tildannet til brug som tenvægt. Underside syntes afskåret og kanderne syntes rundet, ligesom at midterhullet muligvis er udvidet. Kan være naturlig. |
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) | ASR 1988 x368 1405 Tenvægt af knogle/tak/tand
Tenvægt af ben.
Halvkugleformet med gennemboring i midten.
Bunddiameter: 3,5 cm.
Højde: 1,3 cm. |
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) | ASR 13 X3439 1405 Tenvægt af knogle/tak/tand
Ledende af dyreknogle. Tildannet muligvis til brug som tenvægt, eller snurretop (legetøj). Genstanden har en let konisk form. ø: ca. 4 cm, ø: hul ca. 1,5 cm, tykkelse ca. 1,5 cm. |
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) | SJM 3 x0560 1405 Tenvægt af knogle/tak/tand
Tenvægt, ornamenteret på oversiden og yderkanten, uornamenteret på undersiden. |
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) | SJM 3 x1256 1405 Tenvægt af knogle/tak/tand
Tenvægt, ornamenteret på oversiden, uornamenteret på yderkanten og undersiden. |
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KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | ASR 11 x3992 1405 Tenvægt af knogle/tak/tand
Ben - tenvægt?. 4 cm. i diameter. Afhugget ledkugle med gennemboring. Ret nedbrudt, vægt derfor irrelevant. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzddUvv8An8uP+/rf41IupXv/AD+XH/f1v8aqKtSKKo+f5pdy2NSvP+fuf/v43+NPGo3n/P3P/wB/G/xqqKetVYXO+5ZGoXf/AD9Tf9/D/jT/AO0Lv/n5m/7+H/Gqq08U7BzvuWRqF1/z8zf9/D/jThf3X/PzN/32arqKdg07C55dyf7fdf8APxN/32ad9uuf+fiX/vs1Aopy0yOeXcn+3XP/AD8S/wDfZpftlz/z8S/99moQtLimLnl3Jvttx/z8S/8AfZpftlx/z3l/77NRbaWgOeXcl+2XH/PeX/vs0v2y4/57y/8AfZqGl20Bzy7kv2y4/wCe8n/fZo+2XH/PeX/vs1HRQHPLuSfbLj/nvL/32aX7Xcf895P++zUVFGgc0u5L9ruP+e8n/fZpPtlx/wA95P8Avs1HRQHPLuO+2XH/AD8S/wDfZpPtlx/z8S/99mm4pCKQc0u4pvbn/n4l/wC+zRTSKKRPNLuYgFPUUKKcBUo3Y5Vp6rSKtPApkCqKcKBTwKBAtOFKFpwWmISnYpQKUCgQbaWlxS7aAEHNOoxS0xCUtLilpjG0Yp23NJtpBYSjFOxRTENxRTqKAGUYp22jbQAzbRTttFIDGC09aRRTulZXOiw4CnrTVzUiiqJCn7aBTxQIAKdRTvemAUtFOoJCnAUlKKYBS0UuKACjFLiloGJRS0u2mFhKKXbRikKw3FJtp1GKoVhNtJtp2DRQKwyinUVJRjAU5R7UAU4VmbMVRT1znpxSCnUyRwFPFMUVJQAop1IKUUwFFOpBSimIUUtJisvXfFWkeGY0fVL+Gz3/AHFc5dv91RyfwFTKSirydkNRctEjXFLXkV7+1Z8MtPu5bWbxJbrcRuEaMkKQfxIr0bw54u0nxXb+dpd7HdAAMyjh1BGQSDzg9j0NZxrU5vljK7NJUakFeUbGxilxRRWxkGKKKWgAopaWmAyinYpvPemSFG2lpKY7CbaKdRUjMVactNWnrWaNGOWnAU1c09aZI4U6kWnCgB1OFNp1MBaXIApKr3UhWMkUxHI/F74m23wt8C6lrsgSWeFQlvCx4kmY4QH2ycn2Br4T/wCFp3ms3V3deIb176/uMvL+8JyrD5UUHjueB0B6V65+2lNqWqaDZJAzfZrO68+WMjIPyMoY/QsPwJr5P0nxNbytDPdyL9pbKSQYJTjgMPQAgH8+1fPY6pKUrdEfQYGlFQ5urOc1r4Y6z468aQm0nhj0WaUu95k+YiY5DLgsTxweRz1719f+C9S/4R2HTbTRBPZPp8KJHLlmkC7c8kdc89R65FeGabrlkrIJLmNmi+60W4qQwIbcD7dq7vwTrWn2U9pIjymFY2VVxtBGMDr0yT2/+uOGVRz+R2yhyqzPu/4c+Ml8a+HY7xgqXUbGG4Regcdx7EEGuqrxT9nGxmi0vV9S2vFZ30yCBXOSQm7c34lsf8Br2hWr6ig5SpRlLc+XrJRqOMdh9FFLW5mGKdRRQAUUUUCExSYp1FMBMUUtFAGIKctNpy1mWSCnU2nVRI+lWmg0tIB9OptOWgApksXmKRUgp1MDzrx/8NLXxhYTQTRhg6lTkZyD2r4o+IX7EPiXTNRmufDcq3NqxyLWY4K+ytjkfX86/R3ZnrTGt0bqoP4VhUw8KvxI6KWIqUfhZ+Xfh79mL4lLqCO2jfZHXA3ySDBx3+XNfQ3wp/ZZ1iO8jufEk0ccGQzW9vn58diT0H0596+vls415CL+VSLEq9BWUcHSi72ua1MZWqK2xm6PpMWk2cNtbxrFDEoREUYAA6AVpqtO20tdxxBTsUlLQAUUUUhhRRRTEFFFFABRRRSEYgpy01actQWx4p4pi05aZI4U6minUAOpy00U5aAHLTqZT6oB9LTc04UDFooooAWlFJRQA6ikFLQAUUUUAFFFFMQUUUUgCiiiglmItOFMU08VBqhy09aYtPWmFh4paRaWgBy08UynLQA6nU2lqhWHCnU1adTAdRSUtAwpaSikAtLTaWgB1FJS0AFFFLQIKSijNBIUU3dRQRcpjQdQ/wCeH/j6/wCNPXQ7/wD54f8Aj6/4111FZ3PX+qw7s5MaJff88P8Ax9f8ad/Yt7/zx/8AH1/xrqqKLh9Vh3Zy/wDY97/zx/8AHl/xpf7HvP8Anj/48v8AjXT0UXD6rDuzmf7IvP8Anj/48v8AjS/2Td/88f8Ax5f8a6WincPqsO7Oc/sm7/54/wDjw/xpf7Ju/wDnl/48P8a6KijmYfVYd2c9/Zd1/wA8v/Hh/jS/2Xdf88v/AB4f410FFHMw+qw7swf7Nuf+eX/jw/xo/s26/wCef/jw/wAa3qKOZh9Vh3ZhDTbn/nn/AOPD/Gl/s25/55/+PD/GtyijmYfVYd2Yf9m3P/PP/wAeH+NH9m3P/PP/AMeH+NblFHMw+qw7sw/7Nuf+ef8A48P8aP7Nuf8Ann/48P8AGtyijmD6rDuzE/s+4/55/wDjw/xo/s+4/wCef/jw/wAa26KOZi+qw7sxP7Puf+ef/jw/xpP7Nuf+ef8A48P8a3KKOYX1SHdmF/Ztz/zz/wDHh/jRW7RRzMf1SHdhRRRUnaFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) | ASR 11 x4581 1405 Tenvægt af knogle/tak/tand
Tenvægt ca. 2 cm. i diameter. Vist fremstillet af afbrækket juvenil ledende med gennemboring. Meget lille, måske legetøj? |
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Tenvægt,
Ca. 5 cm. i diameter. Fremstillet af afhugget ledkugle med gennemboring, ret nedbrudt vægt derfor irrelevant |
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) | ASR 1077 x017 1405 Tenvægt af knogle/tak/tand
Fragmenteret envægt af knolge. Ca 1/4 af en tenvægt. Dekoreret med tynde, omløbende furer vandret på ydersiden. |
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) | ASR 951 x053 1405 Tenvægt af knogle/tak/tand
Tenvægt af ben
Let konisk.
Indridsede punktcirkler på alle sider
Graveskade på den ene side.
Mål: ca. 3,5 x 1,1 cm |
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) | SJM 3 x1075 1405 Tenvægt af knogle/tak/tand
Tenvægt, uornamenteret. |
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) | ASR 1925 x231 1405 Tenvægt af knogle/tak/tand
Ledende fra dyreknogle.
Omdannet til tenvægt |
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5zyfU1Uup0gkSWUBh656e4969TB1/ZrlaOOvT9o73Nzx7pxt2SOJ49jL/yyXjJB/wAK81aRVvF82NQ4OFHqOMmu0l1+e+0poZGAlU/IzDp6fjXD6ruebachsr8+Pu+taYqspVOeCshYeDjDlludX8OvET6H4ytJX+VRMAT6qeGH5Zr6wBDAEcg18U3TCxuY7hXPUA/XGcivrL4c63/wkHgnSL3dud4FV/8AeHB/lX1eRVnKEqb6Hyed01zRqI6bFLTd1Or6o+WCvib/AIKyRtN+z3osajcz69CAPU+VLX2zXxD/AMFaGA/Z90Nd20nXY8e/7mXirhuB8D+FJLHw78E57zUdF07VxaySCWzvF1JWc78YLxkQ8fX9azPgP4+8N2fxI1vWmksvA0hsgNOtvtNwtj5oZc+aQS7DGWCk4JGKfYySTfs73FrBLG8zlv8AR49Zu/Nb94P+XUL5R/P3r57nV0kZXUq4OCrDBBrduyQjpfidrX/CRfEDX78amdZFzeySLfmLy/PBP3gvYeg9KK5bJXmisnq7jP6bqKKKyAKbJGs0bI6q6MNrKwyCD1BFOooA828WfAPw14ltvLtjeaFKNxWTTJ2jHPXK9MfTFeHa9+yv4z0OY3GmeIW1m3VdojkLeZgHOdpOPwGa+uqK8nF5XhcbFxqx+7Q9fC5ri8I7wndeep8fjxvqvhmQ2uo6c1q0ACuJH2MuB/cfBGetb8fxM0XXIzC19BHPGn7yGWQREAdsthSfYE19N3dnBqFtJb3UEdzbyDa8UyBkYehB4Irir34E/DzUGJl8GaMu7r5NosWeMc7QM14ryOcNIVLrz/zX+R7Ec8pyd6lOz8v+CeHX3jrRWit/M1OCGCb5o28xfnGP1FUX1DRPnnhvYzIx4O/H/wCuvZbj9lv4Wz5x4PtIeMf6PLLF/wCgOKzrr9kz4ezQ+VbWeoaenYW2oSnH/fZavPr5FjX/AApRt53/AMjup53gvtxkvu/zPKtHs4rpplkdLk87WB6VPpdglvcSZG1g5O0njrxgV3+mfsi+GNGgkSz8Q+JoWc5L/bYyfYYMWKhX9lKKBt0HjrXw3rMIX9fRR6159TIcxb2i/n/wDqWdYH+Zr5f8E4q8RJLlHllJ4O1S3BrJuLqJbV1bahUll+bgc12mp/ss+J/tTvY+PopoCMLDfaZyvH95ZB39AKz7L9lfxhjy7zxPpMiEYLJbS5/753D+dZwybMab96nf0aNP7WwMldVPwf8Akcfp8z28Mv2iTzFKcY9KpyXUH2cMNxwOrHoO5r1e3/Zl1lY40k1/Tfl+UkWUpOP+/oq1bfso2e1lvvEd08RO7y7K3WHn6sX/AJV2/wBj4ybs4fiv8zB5tg4r4/wZ41fajax6e+9lYZGOeh/xxx+NfTvwKs7iz8A24mjeJJJWkiWQEHYcc4PvmpfCfwX8LeHLWBjpS3V2uGMt43nMGx9Av5KK71VCqABgAYAr6jLcuqYRudSSv2R8zmGYQxUeSnHTuwpQaSivfPBHbhXwx/wVwYf8KF8OgnH/ABPUP/kCWvuWvhP/AIK7fN8C/DK5x/xPFP8A5BlrSG4PY+DvDnjfVfDfwH8zStduLC8iLGNIPESIy5k5xabM9P8Aa96+fNT1C41K9mu7qZ7i7ncySySHLMxOSSa+hPC2l6l4n+A/9i2FzL5kzNtSfVLCG24kzyj4lHT1rynw/wDCe+1jxxe+Gbm6t7W8tbSe6eSGRZ4z5cRkwGQkHOMcGtXeyEcIxJ5NFDjaMdTRWQz+nCiiiswCiiigAooooAKKKKACkpaKAEpaKKACiiigApKWigAppp1FADKKcaQ0AJXwT/wV8b/iynhQE4zrg/8ARElfex718Bf8FgG/4s54QHb+2if/ACC9aQ3G9j4Ea2uR+zk8whu/I3f6z7HZeV/rP+emfP8A0/SvKvAPxA1f4a+I01zRJI49QjikhVpoxIoDqVPB46GvYNB0PSbj4Jwy62LrT9NcnfqNv4djlZTv4xceYCeeOleAXqwRXkyW0jTW6uRHI67Sy54JHY47VpLZMQXd1LfXU1xM26WVy7kADJJyeBRULdaKzA/p1or8z5P+Co3juPcX8KaIuDgIqzM3r/e9Ko3H/BVbx75jCDwhou0YA3ibJJ/4FT9m+4rn6fUV+Xf/AA9a+ICshPhHQijegmz1/wB+mv8A8FXvHyZP/CI6GR24m9cf36Xs2Fz9RqK/LVv+CsHxB5/4pDQvptm/H+Olj/4KxfEFmIPg7QuM/wDPbt1/ip+zYXP1Jor8t2/4Kx+Plz/xR2h8deJv/iqc3/BV7x6IPM/4RTQM/wB3E2fb+P0o9mxXP1Gor8rP+HtXxB7eEdAbpjifv0/jpn/D3D4gDB/4RDQSPpN/8XS9mwufqtRX5Syf8FdPiD/D4P0EfXzv/i6Y/wDwV0+Iar/yKWgbs+k3/wAXRyMdz9XaK/KL/h7r8QgOfCOgZ+k34/x0q/8ABXbx+I23+ENC3n7uPOx+PzUcjC5+rlFfk4//AAV8+IS8f8IfoO7/ALbf/FUz/h8B8Ql/5k/QD+M3/wAVS5QP1mor8m0/4LA/EA9fBugY9jN/8VTm/wCCwHj7g/8ACHaDj/em/wDiqOUD9YqTFfk43/BYDx8vH/CHaHn/AHpv/iqb/wAPgvH3/Qn6F/31N/8AFUcoH6xtX59f8FhZNvwk8GL66y3/AKJevHJP+CwfxA/h8HaCP+BTf/FV4R+1J+254p/ak0HSNJ1zR9N0q1064a5Q2W8s7FSvO4njBNXFWH0ORurdF+Aaym2h3lxiX+yLgP8A6z/n53eX+ntXk+j6HqXiG6a30uwudRnVS5jtYmkYKOpwB0rt9A+LVppHhiHRL3wvZavBHnc1zd3AD85GUVwv6V0/wf8AiNoOn6x4jMtzH4JF+1rLbzWgkdIlilDvEDkt84BHpVaSsI8UdWjkZHUoynBVhgg+lFbvxE1y18TeOtf1ayTyrS9vZZ4lxj5WckcdqKhrUZ9fR/F3Sl8DQ+K10dAF1k25tPl3H/iXeUDnHTPzVx1j+0NpVjNprN4e8wWslk7cr83kQPG3b+Itn8K6HwX8E/DHiL9nO+8QPcOdTgsLrUHuWvCgimicKsQhxhgV6t15r5jaRhnBFbSbRKsfRmq/GLRfDlh4ZSHT4dSb7BpdxN5JX920M8jvG3H3iCtZej/GjTNavdP0j+xFja4eG285tpC5v/PJ6f3TtrwNpNvJfH0rsPg9oej+JPiRoena7eNaaXcTYklWTyyTglV3fw5YAZ7Zo5rsOVWPTvG/xf0zSdY8Q6J/YqTNDNqdoJ12gEy3iyBhx2VCPxq3pHxh0TxQ/iSN9Og0sPa6vdRNKy/M00UYjjHH3gUP51wH7Rngm08CeOreytbA6aLmwiu5Lf7cLsBnLZIkxyDjPNecJmNc44xTu0KyaPcrj9obS31Ce5Hh3CSXU1x5eV4D2Qt1Xp2Ybq3rD4raWvhEeLP7FjaKy1nT4GtDt3P5enyRE5x0LDdXzUzlgT0Ga948N/Bfw7rX7Nt543ufEtxpl7aXU6yQNDugldVXyohz99t3XnqfSmm2JqxS0349aVZLpu7w8HFr/ZQY/J832Tfv7fx7x+XNX/EHxb0LQ9J0HyrC3v5LvS7F5Vh25geG/kmZG46lcD8a8AlkJBAqPnHqanmHyo9pj+NGk6vN9iXQlie7SW2V/l+Uy34uA3Tsvy1Z+JXxR0rR/FHibRf7GSRopdVtFmUKBmeZGRgMfwhCPxrzr4OeE7Hxx8UvDmg6lLKlnfXaxSGE7XxgnAPbJAGe3Wr/AMedB0jw/wCMlh0jTbzTI3i3TR3FybiOSQOymSKUgF0bGckdc0Xdrhpex2Nr8WtC8WalqqyaZBpiGDVLpGm2YJktFRIxx13ISPrWQ3x00mS8SY+H1wJvMKnb0+wi2x0/vfPXjDZz7Uq4VckGp5irHvOk/EbSl8JxeIn0eN103UdOtnt8Lul2WkqMc46E81zGl/GLS7GPTlfQRI1qNPDN8vz/AGeSRn7fxBwPwra8L+A/Dp+BWoa5rGmX76tPHPJpzWd0zCTyyFMskQXaqITgknJ7V4bIcY5zQ27Aj2TUviJo2k6XoskdhDdSXFrHJIibcxMl88pVuOpUAfjVRPinpepSfZxoqxmcXMKsQvyma6WVT0/hUba8i3E8Vr+EdNTXvFmi6bKWEV1eQ27GM/NhnAOPfmlzMLHp3jT4iaXo3iDXNL/shJHim1OATKFA/fFQhHH8O0/nTNH+I2i69rF0kunQ2MchvLlZJQuPmtNip067lz+Neb+PtBuPCvjTW9KuI545LW7kiAuQRIVDHaTn1GD+Nc7uxRzNMD1NPi5pMd4kp0JWRbiKYrhei2phI6d2O6o/E2uWPiL4Wm6t7KO1mhvLS1PC7jst3DHjsTzXl1ezXnw00WH4SteKt6urR6ZDrJvPN/0Z98xj8nZj7wHOc5oV2B4vQtO8s7QccGlUY96zGIq556Cin+neimB6tF488S2/hFvDUWsXCaC772sVf92TnPI9M846Vy02d3X8qKKpgQsmVA6nNW9L1S88Papb6jYXDW13asJIZk+8rDoRRRQBP4g8Yav421qXVNev5tUvnVVa4uGy20DAFUJJjIGPHt7UUVQiBpDyB0rQ/wCEk1OTw+mhnUJjpKTm5FnvPliUjaX2+uBjNFFIZSRQ2cngdTTZmHRRgUUUwG6bql3oep2+oafcyWd9bOJYp4W2tGw5BB9aueLfGOteOdWbU9f1K41S+KhPOnOSFHQD0HsPWiikBhfmadJjyxjIPfNFFIDatviJ4ksvCk/hqDWbqLQpmLPYq/yNkgn8DgZHQ1zjQnaKKKAEEbKM0tvcy2F1Fc28rQzwuJI5EOGVgcgg+oNFFIB2qaldaxfTXl/cy3d3Md8k0zlncnuSetUf0oooAXbu6V0A8Za/P4ZTw4+pXEmjK29bMt8gOc/lnnHSiikBjwxrHPEZWUIGBZc54zzXrdzpXgSPS7q5XVLCSXZdPHbor7sui+So46g5+lFFXERzPji50uTw/pqwz6bcX6v8radCY9sO0fLJkctuooopMZ//2Q==) | ASR 941 x26 1405 Tenvægt af knogle/tak/tand
Tenvægt, ben |