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) | ASR 157 HT049 0402 Tenvægt af ler
1 komplet rødbrændt ret spidsoval tenvægt. Ø=5,2 cm. Midterhullets Ø=1,3 cm. Højden på midten = 2,3 cm. |
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) | ASR 5M74D D06300 0402 Tenvægt af ler
1 kegleformet tenvægt af finslemmet ler. Ganske let fragmenteret. Højde: 2 cm., diameter: 3,5 cm. |
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) | ASR 43M70 D02323 0402 Tenvægt af ler
Fragment af tenvægt af rødbrændt fintmagret lertøj. Nederdelen med midthul. Diam : 3,5 cm. |
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) | ASR 3M70C C0135 0402 Tenvægt af ler
Tenvægt af brunbrændt ler. Konisk form, drejet arbejde med bunden afskåret med kniv. Om siden en omløbende dobbeltfure. Højde: 2,7 cm. Diameter: 3,6 cm. |
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) | ASR 3M70C C0207 0402 Tenvægt af ler
Tenvægt af dobbeltkonisk form. Største diameter: ca. 4 cm. Højde: ca. 2,8 cm. |
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) | ASR 3M70C C0337 0402 Tenvægt af ler
Tenvægt af gråbrun, brændt ler, dobbeltkonisk form med talrige drejefurer i overfladen, midt på siden findes en større uregelmæssig grube. Højde: ca. 3,2 cm. Diameter: ca. 3,7 cm. |
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) | ASR 3M70C C0550 0402 Tenvægt af ler
Tenvægt af grå og brunflaget lertøj. Konisk form med midthul. Bunddiameter: 3,8 cm. |
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| ASR 3M70C C0692 0402 Tenvægt af ler
Tenvægt af grå- og brunbrændt lertøj. Oprindelig keglestubformet med midterhul af affasning forneden. toppen sekundær af savet og mangler. Genstanden synes at være brugt efter afsavningen. |
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) | ASR 3M70C C0715 0402 Tenvægt af ler
1/4 tenvægt af af grå- og brunbrændt lertøj med konvexe svungne sider Højde: 2,7 cm. |
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) | ASR 3M70C C0734 0402 Tenvægt af ler
Stærk slidt klump af grå- og brunbrændt lertøj. antagelig af midterhul. Fragment af tenvægt? Største mål: 2,8 cm. |
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) | ASR MC771 C0775 0402 Tenvægt af ler
Fragment af omtrent cirkulær skive af gråbrændt ler med rød, overbrændt yderside. Cirkulært midthul, gennemboret efter brænding. Udført af lerkarskår. Tenvægt? diameter: 5,3 cm. Tykkelse: 1 cm. |
![](data:image/jpeg;base64,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| ASR 3M70C C0970 0402 Tenvægt af ler
Tenvægt af gråbrunlig lermasse og konisk form med stærkt afrundede kanter. Spindestenens plane side er forsynet med 2 svage, koncentriske cirkler, den ene tæt ved midterhullet, den anden helt ude ved sidefladens rand. Også spindestenens kegleside er udstyret med 2 svage koncentriske cirkler. Største diameter: ca. 3,8 cm. Højde: ca. 2,6 cm. Midterhullets diameter: ca. 0,8 cm. |
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) | ASR MC93 C1384 0402 Tenvægt af ler
Tenvægt, uregelmæssig, oval form med midterhul acentrisk placeret. Lavet af et lerkarskår med rødgrå skærv og rødbrun overflade med sort stribe til den ene side. Mål: 4,2 x 3,8 cm. Tykkelse: 0,9 cm. |
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) | ASR MC1390 C1391 0402 Tenvægt af ler
Tenvægt, lavet af keramikskår. Omtrent cirkulær form med midthul. Grå skærv, brunlig yderside, mørkgrå inderside. diameter: ca. 4,7 cm. Tykkelse: 0,6 cm. |
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) | ASR 440 x0559 0402 Tenvægt af ler
1 tenvægt, glaseret gods. Diameter: 3 cm. |
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| ASR 440 x0253 0402 Tenvægt af ler
1 let fragmenteret tenvægt |
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) | ASR 440 x0767 0402 Tenvægt af ler
1 tenvægt. Konisk. Bunddiameter: 3,3 cm., højde: 2,1 cm. |
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) | ASR 440 x0769 0402 Tenvægt af ler
1 stk. tenvægt, evt. importeret. diameter: ca 3,6 cm. |
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) | ASR 8 x403 0402 Tenvægt af ler
Konisk tenvægt. Diameter: 4 cm. Let fragmenteret: mangler en mindre del af standfladen. |
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) | ASR 9 x565 0402 Tenvægt af ler
Tenvægt af ler. Konisk. Diameter: 3.2 cm. |
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) | ASR 1747 x441 0402 Tenvægt af ler
Tenvægt, ler |
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) | ASR 7 x0206 0402 Tenvægt af ler
1 fragment af tenvægt (?) af gråbrunlig, brændt lermasse. Stykket har let kantet cylinderform og diameter kan beregnes til ca. 5 cm. Under- og oversiden er plan. Midterhullets diameter kan beregnes til ca. 1,8 cm. Sidetykkelsen er: 1,8 cm. Højde: 3,3 cm. |
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) | ASR 7 x0264 0402 Tenvægt af ler
1 fragment af tøndeformet (?) tenvægt af gråbrændt lermasse. Største bevarede mål: 3,7 cm. 2,5 cm. |
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) | ASR 7 x0749 0402 Tenvægt af ler
1 tenvægt af sintret gråligt lergods. Stykket har konisk form med affaset fodrand i den brede ende. Diameter: 4,0 cm. Højde: 2,6 cm. |
![](data:image/jpeg;base64,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) | ASR 539 x001 0402 Tenvægt af ler
Hel tenvægt. |
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) | ASR 539 x002 0402 Tenvægt af ler
Fragmenteret tenvægt. |
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) | ASR 52/64D R10691 0402 Tenvægt af ler
Tenvægt. Dobbeltkonisk. Mål: 2x3,5 cm. |
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) | ASR M2761 2778 0402 Tenvægt af ler
Tenvægt af brændt ler. Konisk form. Højde: 2,5 cm., Bunddiameter: 3 cm. |
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) | ASR M2080 2080b 0402 Tenvægt af ler
To tenvægte af brændt ler |
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) | ASR M7253 7415 0402 Tenvægt af ler
Tenvægt af brændt ler. Skiveformet med flad underside og hvælvet overside. Diameter: 3,5 cm., højde: 1 cm. |
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) | ASR M7253 7417 0402 Tenvægt af ler
Tenvægt af brændt ler. Dobbeltkonisk. Højde: 2,5 cm., diameter: 3,5 cm. |
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) | ASR 2089 x045 0402 Tenvægt af ler
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) | ASR 2089 x062 0402 Tenvægt af ler
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O31eaLULeKS3t7hm/0d1I8pgeVGecYwR9cdq0rpprxkuF062uLnP+uEjM205/g7Hr9KfY+Gtb1Cyv7qK0aYWzIWWEZbbhsnaB24z6ZHvWGIhzQv2ErHQaRokLQqeOlWp9ChY8GuZ0/X5oECnIqf/hJizctzXno35klsaN14eRFzupPD+kra33mk4X3qFdYM0fWrun3QYYIrqpe7NHNWtKNkdq11bx2+Mg8UVxupXjRbcE7aK3rYp8xjSpqMbM+ylm84FXK5GcnH+7/WlkmAXaDx3+mAv86wIdQRgVLFh26f5/8A1VNJdKpAADHt3/izXTyn0VtbF+SYFhkrg4645zx/T9aj+1A4+98x568c/wCfyqs135jKyEBcj7xz/tZqvIzSbSZ9gXGdo5HGaXKFy40xHQkHbkDJ9P8AP5UQSQ3EzJLuECE8/wB49AM+nH86wL6aS3VR5pbfhQWGCPlx6fWtWORY7VZBKFkbA2MAQFA4AHr3/H3qox6nnYus0uSL3Ou097OxQSTuS6rkLgbMdOemKW48RW11DvMfmI3H7p8jHqRjjj1rkrzxDb2sZgkCkgZO4YVj1HPeuU1b4qWunGRZFSCCEDbtIwR7cVseNY9D/ti3a3Z42EkSsQdpUlTnpweDXC+OrUarpMxsj5cq/MzI4yMgjOB3HWvDNY/aCna8uU0iOMxLKS2WC7yfT15FZGh/GbU21d53kV4wwd41HHqBj86Xu7XLVOdr2NH+wkvt895cYigTAiHJLc8H6EmsS+1Kz0G3aNYxNLu8x9q9SBjH0/Wun8QahHrlqtxp9yscUibsKhyPUfXOR+FcFeLHHFulTziANyliVPuccnvS5hxp9Tn9e1q8vIXO4oq4xCf4Ce2eD6muemuBJbiW4mk81cFixywHYewPH5VranJAzmSTaGxwdvLYOcZ9veuRvtV8tg7OUfedoIzn2wfr1qHK50RjbY6nRUBuI5UWQlDu6DLYHGM8VuXWpXEzTH7KFkx5f2rbtKevXOBiuI0nxF514lwbpp7lgDISvA6DPSt0eK5lmmVVf5WxlOfx/OptfQtuyuaV9My2UcUU2ShO7bznOcdKbbx6hDJ8zqmU3YkiGzBGSef5Vo6Ta2l3Yfa3JhlPzERkcMe2O1W7i1t/scFzdWMksm0CPcoBkA56+meKOVphGV1Yx7bxlDo/nW75Me0MlxanCpk/ex6DP6VJZ+NtU06X/Q7iRrdiryzFiq5IxuBPc46dK5y6mVHLW9hGhYEKrJnaDzk+mOadcXxt5oRO00ydI8J8x55+X0PrU3drGnKtzt5tLM0KyDq6hifrzWPPpcsb5ArsLSWOS1gACoNi/KvQcdKdNbxMO1eVztS0G1c5mxjdeDxXQ6aNoyTiqUwSLOKYt5xjoabrKEveIcdCbX7xYYDk8UVha43mREbs0VyVakZyuiPZ2Pqz7duY8t/tZX8jUkd9JkOZFAHULx9ev4VgSKsi71uZGHUqGVcg9e1C3BhUczOP9p9oNfSH1Vos6SPVLhlCpCzDAHzMoH3SPWmS6lfKGZLdSrc/fXNcu2rPCpDxy7B6Nn/PNRnxG6rnadv+0QPeob8w9m+yNvUNZknlQSAx7SVCnnrS6xr1zb6I5sk81ivMjHhcdST1PBrlTq3nXCybtp3ZLZ5HTArE1zxJLatsyUttp8yUMM/QZ79apPQ+YrLmm2V/G3iq9vLFI4mCS7drGGTcRkD592OB/LFeJeKri/lVFe+ubxo1Ks5Pye4J555ru9a1WKa1Bs90EDNl/NUNuOeAcd8V574p01biE3cm+zs4uJWgznoMNik3fQmGhzcviDy5zcW9op6b224LN/F/TpViPxbfq0c8UIVV+UhgeVA9AORx+tWbWwt7qxAt7priRjmNZGIVeMHjvxUVjItveyBRbkkEyyYyeB1A9v6Vg7nQmnoejeC/Ev8AbGgYYGB4XkR1BB4IBU/q35U/WFjhVVEjSOcsMIFA9uv8vWs7wTeWzfaIbeQSlHTLxptBzkA1paxCbXWPsyK7LPD53mMCdrD5SM/988fWtY7XOSbSkcFrTsrFRu3LkFjjk9QBXE+Jt15IVkMiOx52n1HX2rtPEl2IVaIqGj3EYU4yO30rk7iN1uS00bDKkBMZxyeaL2ZaV1oWdBs5RGmSHG7O5eg6f5/Gup0vS5l82ZEeTy3DN5ABIB9R3FYGmL9nXkNxyRuJz9P8966fSbstdPas/kQzAYwMZI5BH+e1JOxfLc6fTVSxtTnd5LfxLkj6kfjVTWLy6uJHjtTePY28u1N2OcqMjjpzxzWdcTywttvLxkhQghd/JXJHT24965/XPFk940cFvbNGrPtDgHf8vRu2Rg0nJWKUHe5pTa5Zafasbexkkl5Dq6ZAIPTjvimNeRrJb3jLJcTSEosT4OzjsPQDr9al8P6b9qlSebJZXKqquBt6gY4PPJ9a6qbRbS00iVvKCyuQYnZSDzw3P+GKmV7OQNqOhzLeLJImwDtA7DirsHi1nXrkVlahpKHt+VZzaf5B4bArg9DFSOtXXDcYHc1pWdneXwzFGW9eKyfBfh0aldK0kpCA9K+hPCvhmztLdMEMPWumhg3W96WxzVMRyuyR4heeE9SmwWiYDvxRX0HrYsLe1YAKDiiun+z6UHZs5vrE2YEkyx/M1rJnOMICOfwNRXN78oAjlX2LNz+GKw11J4+Y7hwOxZfy71XuNdZVkBuY5SR93oT9KVz9DV7mv/aaxuVMhX0BPNYepeI4bXeGlBUH6/gKyNR12dSU3kIecNIpH6iuJ1zxA8bNsmYHPBwAf0NZyk0dVKlzPU9Pm1dvMjKpvjZQdwwQOgH+fauH8YfEI/2glpBH5gj4dguQxB7+vbip9N8SJJpsEzugXyFZucDgZJ/nXJLrG6aeVVjuI7hiwZmUq/sK1ufH1IcsmmiT/hJdQuJYzDOrxF9jIygKv/162LWBNTaaB/MaUriVC20MD6Zxjv8AlWR5V7JaLcJBJbwhvLkh2AFe4I4zS2d5az6qIMtbq/EqySbnGc9Oeen4UjJkf2G0uVaK1vViVflYkgPgcfL7cmo20uxwXa3W/wBmXjfPtnaAcd+9ad1oegebFNNcyxMrfLhQVbgd8/r15xSWNvpk92sNpsju2VgrDqVxwPQfhQJHR/DW4tNUs9Ytvsv2a6EamBcBQxXJwPyrY1q1b7Ii4LIy5w3r7e4/rXkngPxj9j1JZWSVCs+1hGxfC5GWPbGCePrXf+Ndak8Pm5+0Sh08xvLYcDYScH8sVSloZyh710clrWhxeY7Fi8SkZJPp04rntStVivrgxjLbuDjjGcDHNVPEPjgND+5B2kZZs8HgjI/z2rjLzxjcw3BmQM6kbR16/wBaykzrhTk9T0WyvC100ciK4Yf6wYBHuO9LN/oF5JcASSCQ/IrDPTGf6flXAaR8QSzBj5asrZ3Ac9RxivTtCurfWreSdyfKYbkVThg2OvrxxRe60G4uL1MmC31XXrea5WFUSN2ARhlyfYH/ADzWJHpkmnTG81GK4QeUMkrvBOeRtHf6ds/h6dYzXUeGOXtcDy5Y2GWbAznP+TWHf2tlra7HhkunmWQBpn+bg8kAHilZLccbyfKkcfpWsapDLFHp5N0WI8r5GGAehU46c/1r1zTrG4XwS9/fuzXUjqyLuLBFHB5PUkk8/SjQfClhapuuUW7OQUjdRtjx298c/nWr4s1JG0GeP2UD06jisKk7+6tj0pYNwpSnPexxUlwZMgLWVfK46cVp2OHXmpriCN+pxS9lbW58upajPCfib+yLjbIOM9a9Kt/HzSxBbZyM+9eTNaqrnBGa29JjkXbtIJ+tXGpVS5EChFu8ju9Q1a9vIcNK3zDnmisaaaaOHd1FFYTU29WzrioW0RZm1oLzuII5zHxWLqGuJuALbixIPmDOKw7rUkZW2lAcfyrntQ1Yr1I6/wAJNbynY+9p0U2beqa2HUhVVcDopI+tcPrmtfK3ORj8f89Kp6x4g5yWOR61xur64rKctzXLKpfY9CnS5dT07wH4hi1LS57KcCQxlg0bHhlYdPzzXb6BHpF3pNvcXNrDY3EGWWNMNsXtjgc/5xXzP4d8XJoutJK8jLbyfJJg9Ae/4GvYvC9tPqIuYF1NZXceYsrAsctzgfUetdlKd0j5HM8Oo1HNbPU7/V761t3lnk1LJPyuJm3BgehHsMVw/iJZtQjFzYTxLBvxIVUq7c8nJPTv0qzZ6Hdra3TGNLuWP5v3mD07Adj/APqqkyQXyLvt2e2LF24JdD0xhRgCt+p4iutjn5LWR2ISZSVcbmMxyzemDn35rf8AD97DpSq8kIkmhdcxqhypOCCc8cHHQVB5Okx3AZIIEZT/AKuBGd1weR1x612MdvHPbxXCQrMZF2BDHuXn+9ggDHHPNHmg16mRpthH4d8Uf2jbR7dN1eN5FUg4RwdxVR7Nn8Kq/GnWGvfEb2cbZj8mIlc9MorN/hWwv2JrNtPu3dZv9bGsa4WFx1Kvnrg8446V514tvIl1mS4mnaSTZGi88sEUKCfy5qZLSxpT+K5n6hIs1vGmzkLzgYHoB+VYNxHuRQDgJ0HQCrWreJLKxjeRpEIKgBVGcf5zXIy+MILyR/LgllLY27c9fy57VDR1Qfka9rp63Q3AbpACFwfTtXS6HqWsaLbu0FuZkOQN7EYx1GPwrj9F1i/XVLWeHTrlkDDcvlE8cA/XNe06FqB1Jg0Gh3xMi4lRkCpu7MCTxWdl3Ol89vhubPgbx3Lqmi3Udxbi2uQDJKJByrA4HHoPSpodca7vDMFUuF2B1QAkZJA4+tbeg/Du81V1ku4xb2+MeUnJPI6n616joXgK3tY1KQKq/wB4gAU2py0O7DKlh3zyXvfkedabdXM6ALFI+RwFUn+lSat4f13WoRFbaXdSbmBP7sgfrXvOmeGRD90ZH+z0re0/S9jfMh2/7XFJUW+pWIrwrQcO587aR8H/ABPdKv8AoHlepkkUf1rorf8AZ18R3nJu7GL1Bdj/ACWvoe3tEVgSOP8AZ4x/WtKHyo1H7sAD25ro9jzaM8JYWkujPnOH9lbX5F3DVbI/8BfH54q7b/s7+JdG+ctaXgH/ADzkIP6ivo2G7jjZeD9TVqO7G4fNu59auNPk2B4SD6Hyf4g8K6loMZN9YTQj+8Vyv5jiivq+6tYLmMq6qwbqpGciis5qcnclYNdGflreeOrXeRFunb+7Eu7+VZN1qeu6tgWGj3Ume7JgfrX3npPwB0Ky2iOxhTjP3BW/B8JtNtPu2qZ6j5fp/wDWrj+rTe7Pqf7Vop+5E/N2b4d+OdV5TTvL3dNzH/Coov2ffHmpMfMjjiGcDJJr9MV8D2NuvFuu7jAI68ZqG48O20KgiNRxwAPyrSOGt1OeeaOW0T84k/ZT8VTLma8jjPtGT/Wu+8K/DvX/AIa6fFLeSf2vb2+d0YUhli4JwO5FfXmrackILAAHOP8A69cZrluFjPy7mzz/AFraNNR2OCpVlWVpbHAQ+INI8RQRT2qrsjBALSbSM4OMCqureHXureV7K8a2jfDvFAdrEdznHFct4os5/Cerf2npEEUybiZbJiApz1K8cE9cVueE/FWm+KkiX7SLWVgUktZl+f33N2HatObm06nk1MPKl7y2OZvPCh0uRG+z7YZBuE20l2PQ56nPPp3rT0S1vdQxaI0gmjXCtv8A3TA9e3Jrp420+3WV5ENzJaybVMUmNi9wOceg98mqfiPXF0WyFxHB9lcL8kKgMCpIzx689alpmad9Dntd1C503SJmmgaZ7fzEKFCWY4AAHuT3ryex+GOueLrw3d/K1rG/SGJuQPQn/Cva9M8WD4hRLBDZhLWNt7zsu3c2eF5r0LR/C6RryuNoyBjjp/gKVuZnfTpuCvJHgFr8AdOtbb95a+Y/J3PzXQeGfhHaW+3/AEZFVe2OlfQ9v4dib5WXGM5/Dt+eaoto66fdTIoIXaGx7ccV0KmrGsalnZHLaD8O7KMJi3UbfYV32k+C4IEXZGAOvAqxYrGsh4ATcfyLEf4VvWd6iRjgMflPP4g0cqNPekR2vhtYGyVwR/nitWGwCMDgEepGahW+8xdow3cZ9DVhbwKoyec9u1CRrGEupoQSeWB0x2AHNalpqCrsZvvduOlczNeKjd/WoZb4Mnysy+ozxRzG31dSWp2k93FHn5gPY81V+3IzfI+D2zkVxy6sd3LHH9481et7vbglyVbkAnvT5i1h1Dc6qPVPKyHJGelWI9UDMBn6HvXLG43c7vl9GOTVmO8Cdev1qbg6S3R1UWoEY3fMuMZorBi1LEZVmyeoPSii5HszpJnaFio6Z+lVpL0RxmRmAb5iRn8qrSakJJdwOR0xWFqeoeXJIobj73PpzW19DxY0m3Yv3Go7s4fC8YP1GP8AGsi71DcpI+715PTPA/SsqTVvMhBDYbBXr07VRurxBGWZsggkFj+A4qLo6lRI9SvllzhgGXnJ6ei/1NcbrlwTGzABlUkfUL/iTWtqEkhLMpAQDbyMHGOeP89a526Vm3bj1+8c5Pqf6Cs2dEadjzjxfaSmOTzAFHO7aO+Mn/CvF9esbm31H7TbM0NxGciRTggnmvozWdNN5GwYEN0PPJ7n9eK4jUPBolkbgOc8hR+JP51zyg3sepR5LWmeZW/xD8SKjRbVeQjBkHylvTPrWrYv4k8ZTJHqMxeHP+rUYGM5xn0rtbHwCkcg3pjucj869B8O+E4Y1HyKx4HHYnr+QpKEnuxSWFo+9CCuR+B/Df2eCFEiwoAG1Vx/ngV6jaWwXqgQ9eD+OPyCisezhNrHgHYCPpjPb8sCty3vIDnnDYJyT6kCuhaaHmVLydy+tnuZsL/nc1YniG2LWsk0QxLFnIA5ZcfWt6PUoRHzyeufzP8AWsy61CAM6bsK6MD345rZS0scsbxndo56PUDJDknBYsAPc4I/UVej1EyKUB9QD7nkVg6hdeXCJk6fLvGerdmx+YNVJ9SMbDB7ZHbof8DWN7M9qEIyV0dSmtKrK2fkbnHsQf6irKa9H/E2c9fr/wDqx+tcB/abbWUvt2Fx69DkfzP51Nb6ujtjf33df9nH9aXMdXsktz0dNREwwo6eh5p6XTKmW2lO/p/hXE2/iSNGxuGOCD36Yq7b+I4mcAvuLdD/APXxzTuhcrXQ6USrJll7dOf0q1DcbFDE49scisD+1QvRty49D/n9KedWSQphiDjA54P0NNmd2zp/tj7RtYbschh19af9uU43Pg1yjaiFwd+U68/561Fdawinhv8ACpvYqMebQ65roqxYPz6UVwzeJCgAY4x/n/Gipui/Zs9Wur5Le6MYPyOOKw9SvlExJOAuQeecVlajq3m24dX+decDn8KyG1P7WoOSw+6a1ueRCn1Ea+CXk0XIVWLAk9cinSXxWNgi8YPzHvxisW7uFhvo3JB3qRmi41AFSd3B755rLmsz0VTUkia7u2/eZO88nGMD8qyLiZ2U4AB9W6DH/wBekuLoKpwST9eKyJr5lYDAyCcEn/PenzaF+xvsWosSZLlp26njj8vqat/2eJkOVCr+v+Saw5L1s4Df8Bq/b6mrKEds8cLn8qSkVOi90WfssEOC5DhepPPua1IdQZlAt42b1PQfnWIZkZlZQBjgFuf8+tXLe8MgHPGOO1HMYuirXZoO8rKGuJAo/ux9fzpIrzyyBGGxjJzz05rJvrzbKfm/Kq0d/wCYSuc/r6/4VHNYrkvE6uHUCGCsxwAOh9qzbzUHE0eXQZJ/i559azYrpvLbByQeM/U1i6/eSr5ZVSMfM3p1FVGXUwVG8rGvfXxk8yJNqq6HAPbv/MVjfbpJIl3c4/wxVKHWJF2B+f7retRPdRh8H16g0pO51Qg4aWFuL1syAAlt/H4iq8N/cBiVXA6HP+fapFvFwX34y2Rg+9V5rtHZVHXHWpt5nZGrpaxe+1HbuZyD3BOKgGrSxTY3Y/X6Dj+QrOnfawO/bjn6f5/maoXOqRRkqP4eTzzTasOM2dgviqSGMZZePRQpH5ZqZfFjsxBk+bv6EgZBrzC78Sgnhuv647VnL4ikkbh+Qcnn2x+VZupbY0jRW7R7G3jT5sO2RuP6Dn+dRt4mWaPh8fL/AOy//XFeRR61JISTuJzg1OuvNGvL5P8An/P4VPtO5t7CK+E9MuPEDNI37wEc/wDs1Fecr4g2gjdz2/z+VFZOZfs4vc+hG1oqVGd0bD8KpjUgryIvPO5cD36cdKKK72fLx3MjUtW8wRuCRtfb+FNmuHfDZIXHODRRWDPWXux0KrXhVvlPIyfftVWYlmDbufXqeP8A69FFNG17FGa4RX24Z/qcVcs7wKo5Ceu3j8z9KKKhbm9T4EWjqI52nPHXHPvQl6xbDSiI5+6OT7UUVe5wvexPNdW0ajchkY/89Dmqkt+JJCVwg9uPWiisZSd7GKXUt2t4FZwx3D0796p603mWchOWB5AH0ooramc1RuMlY5BrgtHGQ7AjOee1QNcMsIYt7/1oopSPQjJ7EH9obUVd2B3/ACqKbWipG054zzz9KKKy5mdPImULzXWk4BIasuTUDIzZ4BGKKKLuW50qnGK0RQumG0nduPQVVNwI14789qKKQLVakMmqeUuM45qm+q/MAD+GaKK523c02JV1BuSW5+tFFFQyHJn/2Q==) | ASR 2090 x002 0402 Tenvægt af ler
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| ASR 2344 x105 0402 Tenvægt af ler
Halvkugleformet formodet tenvægt. Undersiden let konkav. Diameter: 25 mm, højde: 11 mm. |
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) | ASR 2391 x140 0402 Tenvægt af ler
|
![](data:image/jpeg;base64,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) | ESM 106/64 AB 176 0402 Tenvægt af ler
Rundskåret skår med gennemboring i centrum, diameter 8 cm. Yderside sfskallet, rødlig til mørk. |
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) | ESM 109/63 877 0402 Tenvægt af ler
Rundslebet skive af svær skår. Sekundær gennemboring i ?. - Sodet. Diameter: 5,5 cm. |
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) | ESM 0045 AH 045 0402 Tenvægt af ler
|
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Tenvægt. høj 1,5 cm bredde 2,7 cm mørk grå, dekoreret på kanten, over- og underside gennemboring 0,7 cm |
![](data:image/jpeg;base64,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) | ESM 1068 X0389 0402 Tenvægt af ler
Tenvægt, diameter 2,8 cm. Højde 1,5 cm. Ydersiden er glat, sort. Huldiameter 0,6 cm. |
![](data:image/jpeg;base64,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) | ESM 0086 x0730 0402 Tenvægt af ler
Spinnedop/tenvægt, simpel formet, 2,7 høj, største diam. 3,6 cm, gennemboring 0,97 cm. |
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En tenvægt af rødbrunt ler. Formen konisk afglattet, men ru. Mål: 4,3 x 3,2 cm. |
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) | ESM 0074 x032 0402 Tenvægt af ler
Bundskår - gennemboret, tildannet som skive med gennnemboret midte Og afslebne kant - det er bunden af en,oprindelig med gennemboring i midten lille krukke,nu omdannet til skive. Brugt som tenvægt? |
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| ESM 2143 x 0402 Tenvægt af ler
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| ESM 2413 C18667 0402 Tenvægt af ler
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![](data:image/jpeg;base64,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) | ESM 0405 X0618 0402 Tenvægt af ler
Sliveformet tenvægt. Diameter: 6 cm. |
![](data:image/jpeg;base64,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) | ESM 1421 X1200 0402 Tenvægt af ler
Tenvægt af ler. Fladtrykt kugleform. Diameter: ca 4,5 cm. |
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) | ASR 565 x327 0402 Tenvægt af ler
Tenvægt af gult ler med rødlige, chamotteagtige agringskorn. Der er tale om et 0,7 cm. højt, skiveformet bundfragment af en tenvægt med ufacetteret bundkant, diameter: 2,7 cm., hullets diameter er 0,4 cm. |
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) | SJM 3 x0017 0402 Tenvægt af ler
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) | SJM 3 x0782 0402 Tenvægt af ler
Dårligt bevaret fragment |
![](/grafik/intetbillede.jpg) | ESM 1661 X370-2 0402 Tenvægt af ler
tenvægt, dm. 3,2 cm |
![](/grafik/intetbillede.jpg) | SJM 348 x544 0402 Tenvægt af ler
|
![](/grafik/intetbillede.jpg) | ESM 2321 x2028-3 0402 Tenvægt af ler
Tenvægt. |
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) | SJM 1029 x0015 0402 Tenvægt af ler
Fragment af tenvægt lavet af tildannet bund- eller sideskår af keramik. |
![](/grafik/intetbillede.jpg) | GRM 501 X1007 0402 Tenvægt af ler
Tenvægt, ler
Konisk form. |
![](/grafik/intetbillede.jpg) | GRM 501 X1005 0402 Tenvægt af ler
Tenvægt, ler
Konisk form |
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) | ASR 1988 x372 0402 Tenvægt af ler
Fragment af nedre del af tenvægt.
Diameter: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 2321 x1310-01/-b 0402 Tenvægt af ler
tenvægt ca. ½: 32 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x1310-01/-a 0402 Tenvægt af ler
tenvægt 43 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x1107 0402 Tenvægt af ler
tenvægt 22 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x1104/-b 0402 Tenvægt af ler
tenvægt 29 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x1104/-a 0402 Tenvægt af ler
tenvægt 25 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x1098/-b 0402 Tenvægt af ler
tenvægt 39 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x1098/-c 0402 Tenvægt af ler
tenvægt 20 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x1098/-a 0402 Tenvægt af ler
tenvægt ca. ½: 21 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x1058 0402 Tenvægt af ler
tenvægt ca. 1/3: 19 g |
![](/grafik/intetbillede.jpg) | ESM 1421 X1200 0402 Tenvægt af ler
|
![](/grafik/intetbillede.jpg) | ESM 0730 B4 0402 Tenvægt af ler
Konisk tenvægt |
![](/grafik/intetbillede.jpg) | ESM 1787 x006 0402 Tenvægt af ler
|
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1 diskosformet tenvægt af gråbrunligt grovmagret lergods. Diameter 4,3 - 4 cm. Tyk. 2,2 cm. |
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) | ASR 4M75 D08039 0402 Tenvægt af ler
Tenvægt af gråbrændt lermasse af fladtrykt konisk form. Diam : 4,2 - 3 cm. Højde : 2,3 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9UKKKKAEzRmikoAKKKKAClFJS0AHpSUtJigApaMUAUALRRRQAUUUUAFFFFABS0lLQAueaKSnUAJQehwcULwoGc0tABRRRQAykpabQAetFFFAB/OiiigApaSjpQAtLSUUALSdqWigAoopM0ALRTc0tAC0UUUAFLSUUAOH0optOzQAtFJRQAtFFFADKTFLRQA2jinUUANo70v8AOkoAKMe1GKXFACdxTqQn2zRQAYpaKSgBaQ9KTdSGgApRTPbNPWgB1FJS0AFFFFABS8UlFADuKKTmloAKKWigBlFFFABRRRQAlFLSUAFFFHagAprNtHPAodtorx6aCf4ya1eXb6ne2/g2yd7S1ttPunt/7QmViJZpJIyGaMEFFQHadrMdwK4APVbnWLOzbbNdQwn/AKaOF/mazLr4geGdPkKXPiHS7d+u2W8jU/q1eI/Cn4K+ELXxN490+58KaVexWusI1rLeWkc0iRSWsEhTe4LECRpDyeM47V61H8N/DNjb7Lfw9pcCDosdnGoH5CgDWs/HGg6nGJLPWbC6jZmQNBco4LKpYqMHkhQTj0BNOm8W6THNbxHULcS3BjEKbxmTeGKYHfIRz9FJ7V4p8K9CfTNS8QPp9pBCDrd8Yiluka4SSQAGQK5HzMVwQvDHbnBB2tWm1mXSpobHW2muhbCS3kDRyZJDqjJJ5YEjEooKkADzCcngUAes2OuWepRh7W6huVKq4aKQMNpzg8HocHH0rQjk3V4foOm6q3hO3gvruaXUo7S3j8y7ctIHaPbktsPzO7srEYIXHPFdJ4b1y68NXjW93fpd6OQzrNcSYltlG4lnaSQlkATaT13cgBT8gB6gKdUUL71B7GpaACiiigAooozQA4UUnNLQAtFJRQA2iiigAooooAKKKKACkpTWfrWr2ug6Vd6jfTpa2drE0000hwsaKCWYn0ABoA4r4qa1eXz2Hg7R55LfVdb3Ca6hOHs7JcCeYHsxDCND/fkU8hTXWaPoNnoOj2mn2FtHa2drEsUMMYwqIowAPYAVxnwl0i71FtS8Z6vFJFqniBkkjt5lw1nZKD9nt8diAzOw/vyv2Ar0gjA6UAeZeCYza/E7x9bs2TJNZ3Q4/ha3WMfrC1eizDEbduK4HSB5Pxw8RqDxNoensV91nvBn/wAe/SvQZh+7P0oA8f8Ahv5cFvrKPqElnNc+Ir0oSchwtycoAwKjdnbxgnPBzTfitqV14X8I+Jb63aaHU4tNvJbe6iIWLf5MjphGclnQQr0H8RIGC23S+F9wyaf4leaFnt4tZv5FZF3M2LiQFQo5JG0fXdxUPxE1Y+F/Buv6lbRXt9Z2dley+WLsMsshVpD+8JMibWUxqFOF34C4UbQCtotnHNtit1lkIRot0n7swRtlPlX75Ae2HOVVg2QWxTbho5VSa3dmeEB4Iw0gljHkIGDRsWaJgNmTsLASkYBdi25JBFq0aztbzPaSRP5cbPGbeTAZQWCEtIsiyEhTuHyA7VbGcO8hlvphG8L6h50cjeVcQKd/yZU7JHHk4UtEy7ckzJuI5oA6/wCHHiBLi3fSmyptSy2wkkLu8CkKCx5+ZWyhyS3ygnlsV3S14jpt1ceG9Y/tFohAqMwk3SCLz03vGy4wFL5W3CjA6gByGNe0WlwtxBHKhyrqGBBB60AT0UUUAFFFFABS0lFADu1FJRQAlFFFABRRRQAUUUUAI1ea+NkHxA8WWvhFCH0qz8vUNZGMiRckwW5/3mUuw/uxgHh667xr4nj8I+HbrUWha6mXbHb2qEBriZyFjiX3ZiBntnPaqXw/8KyeG9HZr2ZbvWL6U3eoXSjHmztjOPRVAVFHZUUUAdJDCI1Cj0qVqAMUpoA83T9z8d58ADztATJz12XDfy3/AK16BP8A6pu/Fed6vCYv2gPDsqk7ZvDuoIwPTKXNmV/9DavRbhf3Z+lAHlnwvWRLTWGinXzJdc1DEMzceWt5JvZQOc/N16fdqfxadKk8OajdXslmugzKsTOrvLDNDI4Em6NMAMxZgGGeuT3FV/hLcrJaamka28kia3qpk3PiSJDezBcDHIYp6jp3xVf4heGJPE1ja2xsUs76RVhmvVUvEkaSJIyLtOcMyDG4AYB6HAIBsW9vYabDFqAaGW2lMNxJfGSMrOgj2iTJICKuUbK8c8D5jUDacl4klqsEUlnOjJd2UrpcySFyRIH3cfLujOSzAqCuzoasLeCSKOSBJWtxGQd9tJ9qjUs28YZg6hiF24XjYe2MPljZ7iyAN2Guo2jM0ixh4VYbwjEKWyuzHzYB3HJZsUAYLWksl1DK9vK0sz25eO4QOxBBkEbyCNk2o4dshiFLEKVyorqvh3rGy0t7KR45Fkj81Z1k375WZmcAiNUK4KsrDG4EnaoWuUHl24jtLVIozBH5kkfktahQUKZQM21fmZOAQCM8k8GTUrya31E/ZJY4Zfte5Li4wmQBGzSfOgyFVmQFCwIbbkFiUAPYqKxfCfiCPxFpnnK0RmjcxyrFKHCsACOR0ypVgDg4YVtUALRRxRQAUUtFABRRRQA2iiigAooooAKKK5L4meKrjwz4fSPTgsmu6nMthpkLjIadwcMR3VFDyN/sxtQBjwf8V/8AEaS4zv0Pwy5ii5+We/ZcO3uIkbYP9qRx1SvRF4FYvg3wzb+EfDtlpduzSrAnzzSHLyuTl5GPdmYsxPcsa26ACiiigDznxNMsPxq8G7iQZNM1KMdefntGx/47XoE3+qb6V574yjY/GDwGwIwINQBHf7kVeg3H+pb6UAeOfDy8jg0XUYbjyZbKbXNUiuUkZM/vNQmRAQxA2E7h6k4AB5q9470W/wBc0G2t7JQktxqdo15G42l447qJpRknlDFHINpB3BgOOc5HwpW4l0jW7q3dnePWNWt4Y5IpFAkfUJTub5gsiD5fmAJX5wGB3CtfxlY39qLF9ItoxI2p2L/aI5POleJZYUlkIZepiaVGfcWCheTnCgFq1gkkUXar9tnZy8Vwp3B5Y1kXBYB/LQgH7oGC5AyWOXPbRW8DI6eWEmt3P2hATcL5mU+Z0LM4AAA6g7eQeQ6HZqFxbxyi0guZnkimkuDHN9pVJCskKp5jMFONwAPy8blzlaS2hmkUXdvOfPnQsvkOs5aGaUMJNz5IEY3bdr7MFiE+6oAKFvqENqLO1t5Y4raYw/Z2I2wlCqqkaoE28sSCqH5dqkkZxUlu0pkAitQtxZBF8l41QOfnWOLIiLeSrO+JAiY8sHLAsasWLLO0Mi3YlYmOWNI7lmN2SpkZo8S7dj7Bt3YGFcEYaqOo6cl1DIE8xkiDRSww2SPKiuk6sYk6xlmYHe25WC8DDE0AT+ENUl0G9STcz6dM8cJZnBVFOAPmMgUtvk+ZlEhJVsuSVVfWEcOoZTkEcV5LeSTQ3FxNfK0S2qfaWjWcmR0WMtLGiBATErND8y8u2QwwBu6n4c6o62A0ie5t7mSzRYo5YHX5wiqsg272YFHyCD0DKMk5oA7OlptLQAtJkcA8ZozR+FAC0UUUANooooAKKKXFACV5l4oUXnx78FQTyfuYNG1S6hiPQzCSzj3/AFCSOPpIa9NrzL4w2N7o+oeG/Gum2M+ozaDcSC8tbWMyTS2MybZhGo5ZlYRSbRyREQMkgUAem0Vyfg74qeFPHiAaLrtneXAGXtPMCXEXs8TYdD7MAa6vI9aAFooooA888Wn/AIvD4GBHW11HH5Q13twv7lvpXn/jUlPi38P27ML+P84VP/stegznELH2NAHiPwfSS68OXjMqwSHXtajt/tG3dITeTsPKdSSgwGzlSeG4xjO5441c+GbbTFs7OGSWTUbK0lKyDZaCSaBWjXaVYZX5gMYJAyMHFc98GPFTWfhfV2kt3ksLe/1RlKoiHzBfTkruaQZ3B1CgqACjZbkV03ibxlYeE4bC2Fv/AGjCb+y03zmmMsqyyMF3SkgnKqY23E5Ytjg4yAdJY4ukt3W6lW3kjWOJroIHfEZbzEBG7ec8hh/AcKOSYpLeO+htb43cj6fH5cr3DXvlIYkV3WYeWMMGJXIJClRntgpa6ulxMRHCJ7iIyG1mvEMRLb2V1A2ZCqAoDYO4EHJ6kkurGW4nubZZJ5dQ8vyblJ1KvGEBBRlbIiB5OO7E4O7JAIJbF/7PlBkunjSZ2MNoQVuVkcMm1pCTgKRnawX7wxjAqldafHC0iXtxarZQedDPdK0cYsoyYmjg5GArIFznnkYIyKt3vinT7FrYm4hupI5g8yAh18wuYW8uSRwqlG3ZUEsACNuSAeb1z4r+HbVvNvNVsoLjz5LKO7tlHnoTLHthVSG3FgUZsdtrYwQQAa81rFaeYbhRb28bEiRj9mgSaOUNGEU5OJN5DMDg7OnzVD4P1S1i8TadaQXbSXU0LtNA04kZEBdQrj52DIY1RnLKGYckkBa8k8Q/FzVvEjvb+GdCn1zVbuKFf+JflVt51YeZumLfIpjlGCQrY5+ZXBX1L4Q/CvVfD+pXHiXxPqL3+u3cKxi3Rm+z2i5ywQMzEuflVnz8wjTgAYoA9ZooooAXFJS0lAC0UlFABRS/hQaAClpMcUtACHNNIDDBGRT6TFAHMeJfhr4X8YbDrOhWOoshyj3ECs6H1ViMqfcVhf8ACon0vnw/4s8QaGB92EXgvIR7BLlZMD2XH4V6HSigDzn+z/ibpP8AqdZ0HXogPu3lhJayn6yRyMv/AJDofxh4+sVP2vwPZ3OP4tN1kPn8JIY69GxSFfUUAfPEXirxrrHxGste8RfDzVrKw0qKWLT7exntblmeXaHlkbzVIwq7QoU/eYk9AO5vfjJNHavu8D+Ks4+6tnE38pTXpmxfSjy1/uigD4b8FQ+P9LtdSmg8Laygk1W6v7a3mi8th5kjspzuO0DgFQV3iRuCMmkm8L+ONVs7KWfwvq88ltdwNtmlCYeKRCZnUMvzlkTmPK4DNluAfuTyUH8I/KgwoR90flQB8b+H7n4r3WmtJeeFdYhn3b1gh1JUzG6EPuYvneDEoB5OJs/IxOzpI/Bfxa8STX8NzDa2NjOsiq91eszZEhYZRF4VsgfKylkXDBSQF+oxCq9FA/CnhaAPnHS/2dfFeryWlx4g8VbZIwySi3RnZ0aRXbDMwCsQqqSFIIXIADMp6/R/2Y/CdjkX7X2tJ5qyrHfXBZF2qF2YXAaMhUyjZUmNCRkZr2CigDK0PwrpPhm2+z6Xp9tYQ8ZS3iVAcKFBOB/dVR9AK1aKdQAgopaKAE/GinUlABRRRQAUYoooAKKKKACiiigAopM0UALSGjNGaAEooooAKKKKACiiigAopRRQAlLRSUALxRmkooAdRSUUALRSUUALRxRRQAYoo9qBQAUYoooATFFH8qKACkoooAKKWkoAKKKKACiiigAopaKACikpaADFJS0lAC0ZpKKAFopKKAHUUUtACUUZooAKKKWgBKKKKAEoxS0ZoATFFLmkoASlopaAG0uKKN1ABRRmlzQAlFLRQAn8qKKKADFFLRxQAlFLRQAUUUUAFFFFABmjNFFABmk4oooAM0UUUAFLxRRQAUlFFAB7UUUUAFFFFABRRRQAtFFFACKu1QOTj1paKKACiiigD//Z) | ASR 4M75 D09620 0402 Tenvægt af ler
1 kegleformet tenvægt med svagt hvælvet underside af gråbrunlig brændt lermasse. Diameter : 3,4 - 3,6 cm. Højde : 2,4 cm. |
![](/grafik/intetbillede.jpg) | ASR MC93 C0093 0402 Tenvægt af ler
Tenvægt. Lerkarskår, slebet til på kanterne og gennembrudt acentralt på siderne med nogenlunde cylindrisk hul. Brun, jævn, glat overflade. Gråt, ret groft gods, brunrødt på den ene side. Længde: 4,4 cm. Bredde: 3,8 m. Tykkelse: 1,0 |
![](/grafik/intetbillede.jpg) | ASR 179 x085 0402 Tenvægt af ler
1 fragment af tenvægt. Største mål: 2 cm. |
![](/grafik/intetbillede.jpg) | ASR 179 x089 0402 Tenvægt af ler
1 helt fragmenteret tenvægt. Fuldstændigt smuldret til ukendelighed. |
![](/grafik/intetbillede.jpg) | ASR 440 x0836 0402 Tenvægt af ler
Del af tenvægt |
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) | ASR 1085 x025 0402 Tenvægt af ler
Fragment af lille tenvægt |
![](/grafik/intetbillede.jpg) | ASR 9 x479 0402 Tenvægt af ler
Fragment af tenvægt af ler. |
![](/grafik/intetbillede.jpg) | ASR 9 x479 0402 Tenvægt af ler
Tenvægt af ler. Konisk. Diameter: 4 cm. To grove, uregelmæssige omløbende furer. |
![](/grafik/intetbillede.jpg) | ASR 7 x0327 0402 Tenvægt af ler
1 fragment fra midtpartiet af tenvægt af brændt lermasse med sort kærne med en del af den koniske gennemboring bevaret. |
![](/grafik/intetbillede.jpg) | ASR 7 x1247 0402 Tenvægt af ler
1 fragment af tenvægt af gråbrunlig, brændt lermasse af fladtrykt kugleform og med parti af midterhul bevaret. Højde: ca. 2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2406 0402 Tenvægt af ler
1 fragment af tenvægt af konisk form af gråsort, magret lergods. og med parti af midterhullet bevaret. Størrelse valnødformat. |
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) | ASR 580 x003 0402 Tenvægt af ler
Fragmenteret tenvægt. |
![](/grafik/intetbillede.jpg) | ASR M0622 0622 0402 Tenvægt af ler
To tenvægte af brændt ler. Den ene konisk med skrå kant mod bunden. Med stort afslag på siden. Ornamenteret med drejeriller. Højde: 2 cm, bunddiameter: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR M0623 0623 0402 Tenvægt af ler
To tenvægte. Den ene af stentøj. Dobbeltkonisk med ret flad top og bund. Diameter: ca 3,5 cm. Højde: ca 2,2 cm. Den anden af bjergart og skiveformet. Diameter: 3 cm, højde: 1,4 cm. |
![](/grafik/intetbillede.jpg) | ASR M1490 1490a-b 0402 Tenvægt af ler
To tenvægte af brændt ler. Konisk form. |
![](/grafik/intetbillede.jpg) | ASR M1787 1795 0402 Tenvægt af ler
Tenvægt af brændt Ler, 4 Cm. i Diameter. Bredest paa Midten, hvorfra Siderne falde jævnt rundede mod de to Poler. |
![](/grafik/intetbillede.jpg) | ASR M2031 2065 0402 Tenvægt af ler
Tenvægt af brændt Ler, 3 Cm. i Diameter og 1½ Cm. tyk. Form som en afstumpet Kegle med en flad Kant ved Foden. |
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) | ASR 1874 x035 0402 Tenvægt af ler
Nærmest hel, men flere store afsprængninger.
Største Ø: 2,6 cm, H: 1,7 cm, dvs ret lille tenvægt. |
![](/grafik/intetbillede.jpg) | ASR M0833 0833e 0402 Tenvægt af ler
Tenvægte |
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) | ASR 1874 x070 0402 Tenvægt af ler
Tenvægt formet som 'mini-vævevægt', dvs. diskosformet.
Ø: 4,6-4,8 cm, H: 2,0 cm. |
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) | ASR 1874 x185 0402 Tenvægt af ler
Fragment (mindre end kvart) af større tenvægt. |
![](/grafik/intetbillede.jpg) | ASR 2090 x048 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ASR MC1369 C1369 0402 Tenvægt af ler
En tenvægt, formentlig af slatglaseret stentøj. Glasuren stærkt afslidt. Fladere hvælvet til den ene og højere til den anden. To omkringløbende fure i midten. Diameter 3 cm., tykkelse 1,9 cm. |
![](/grafik/intetbillede.jpg) | ASR MC1370 C1370 0402 Tenvægt af ler
En tenvægt af gråbrunt stenart. Cylindrisk med hvælvet overside. Diameter 2,8 cm., tykkelse 1,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 19M80C C2025 0402 Tenvægt af ler
1 tenvægt med koncentriske cirkler nær standfladen og på undersiden af denne et indridset kors |
![](/grafik/intetbillede.jpg) | ASR 2360 x119 0402 Tenvægt af ler
Kugleformet. |
![](/grafik/intetbillede.jpg) | ESM M0119 0119 0402 Tenvægt af ler
Teenvægt af bjergart. Diameter 3,6cm. |
![](/grafik/intetbillede.jpg) | ESM 106/64 AB 275 0402 Tenvægt af ler
Rundskåret,kraftig lerskive med gennemboring i centrum. Skivens diameter 4,5 cm. - gennemboringen 0,9 cm. i diameter. Farve og brænding er den samme som skål nr. AB 280.
Teenvægt! |
![](/grafik/intetbillede.jpg) | ESM 103/67 171 0402 Tenvægt af ler
Gennemboret lerskive. Sandsynligvis brugt som Teenvægt. |
![](/grafik/intetbillede.jpg) | ESM 0045 AH 044 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 0045 AH 052 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 0045 AH 053 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 0045 AH 054 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 0045 AH 059 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 0045 AH 060 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 0045 AH 061 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 0045 x 031 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 0045 x 032 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 0045 C01 0402 Tenvægt af ler
|
![](/grafik/intetbillede.jpg) | ESM 0045 C02 0402 Tenvægt af ler
|
![](/grafik/intetbillede.jpg) | ESM 0045 C05 0402 Tenvægt af ler
|
![](/grafik/intetbillede.jpg) | ESM 0045 C07 0402 Tenvægt af ler
|
![](/grafik/intetbillede.jpg) | ESM 0045 C08 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 0045 AXI1 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 0563 X005 0402 Tenvægt af ler
1 tenvægt med rundet side og affladet bund af relativt groft magret brændt ler. Højde 2,6 cm. Bredde ca. 4 cm. Midterhul ca. 0,7 cm. |
![](/grafik/intetbillede.jpg) | ESM 1788 X0002h 0402 Tenvægt af ler
|
![](/grafik/intetbillede.jpg) | ESM 2311 X0006 0402 Tenvægt af ler
|
![](/grafik/intetbillede.jpg) | ESM 562 X0154d 0402 Tenvægt af ler
Dobbeltkonisk tenvægt af ler. Lettere beskadiget på overfladen. Fra grube. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0173 0402 Tenvægt af ler
Omkring trejedelen af tenvægt, bevaret del 3,3 x 2,0 cm. Konisk afdrejet. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0394 0402 Tenvægt af ler
Spindedop af glimmerholdigt brænd ler, noget beskadiget. Uegelmæssig konisk form, afrundet. Bredde 3,6 cm, højde 2,2 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0489 0402 Tenvægt af ler
Spinnedop af rød brændt ler, højde 2,8 cm, bredde 4,4 cm, |
![](/grafik/intetbillede.jpg) | ESM 0086 x0577 0402 Tenvægt af ler
Spindedop, rødbrændtt, diam 3,0 cm, højde 2,5 cm, glat |
![](/grafik/intetbillede.jpg) | ESM 0086 x0644 0402 Tenvægt af ler
Tenvægt af ler. Intakt, men med revner. |
![](/grafik/intetbillede.jpg) | ESM 0086 x0843 0402 Tenvægt af ler
Tenvægt. Ca 50% bevaret. 3,5 cm diam. |
![](/grafik/intetbillede.jpg) | ESM 2175 X0076 0402 Tenvægt af ler
|
![](/grafik/intetbillede.jpg) | ESM 1018 X0107 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 121/63 511 0402 Tenvægt af ler
Tenvægt af sideskår. |
![](/grafik/intetbillede.jpg) | ESM 121/63 813 0402 Tenvægt af ler
Tenvægt af sideskår |
![](/grafik/intetbillede.jpg) | ESM 0086 x1125.01 0402 Tenvægt af ler
½ del af brændt tenvægt |
![](/grafik/intetbillede.jpg) | ESM 0086 x1359.03 0402 Tenvægt af ler
Tenvægt af brændt ler. Simpel afrundet, konisk form. Mål: 3,4 x 3,0 x 1,0 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1428.02 0402 Tenvægt af ler
Tenvægt af brændt ler, afrundet konisk form: Diam: 3,7 cm. Højde 2,5 cm. Hul diam: 0,9 cm. |
![](/grafik/intetbillede.jpg) | ESM 0086 x1428.03 0402 Tenvægt af ler
To intakte (sammenlimede) vævevægte af ubrændt ler, samt fragmenter fra yderligere 3-5 ubrændte vævevægte. |
![](/grafik/intetbillede.jpg) | ESM 0136 KM2 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 2293 x089 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ESM 1360 x 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | SJM 348 x212 0402 Tenvægt af ler
fragment af konisk tenvægt |
![](/grafik/intetbillede.jpg) | ESM 0450 x1112 A 0402 Tenvægt af ler
Forarbejde til tenvægt? |
![](/grafik/intetbillede.jpg) | ESM 0450 x1199 B 0402 Tenvægt af ler
½ tenvægt |
![](/grafik/intetbillede.jpg) | ESM 2348 x090.02 0402 Tenvægt af ler
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![](/grafik/intetbillede.jpg) | ASR 156 SN154 0402 Tenvægt af ler
1 stk. tenvægt fragment. Midterhullet er delvist bevaret. Ydersiden er brun og ru. Største mål: ca 3,5 cm |
![](/grafik/intetbillede.jpg) | ESM 2413 C18666 0402 Tenvægt af ler
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) | ASR 13 x3577 0402 Tenvægt af ler
|
![](/grafik/intetbillede.jpg) | SJM 348 x789 0402 Tenvægt af ler
Tenvægt - en halv koniskformet tenvægt |
![](/grafik/intetbillede.jpg) | ESM 1904 x0313A 0402 Tenvægt af ler
1 skår med del af hul - tenvægt? |
![](/grafik/intetbillede.jpg) | ESM 1904 x0545A 0402 Tenvægt af ler
Fragment af ten?-vægt |
![](/grafik/intetbillede.jpg) | ESM 2731 x108 0402 Tenvægt af ler
"halv tenvægt, halvkulgeformet med konisk bund; diameter 4 cm, huldiameter 0,8 cm. En minumum vægt på: 14,5 g. Vægten skal ca. dobles op, for at få tenvægtens oprindelige vægt. Fra nederste del af lag 1/gulvlag- vest. " |
![](/grafik/intetbillede.jpg) | ESM 2731 x108 0402 Tenvægt af ler
"Tenvægt; halvkugleformet med konisk bund; diameter 3,6cm, huldiameter 0,9 cm. Vægt: 27,5 g. Fra lag 1/gulvlag øst (sold)." |
![](/grafik/intetbillede.jpg) | ESM 2731 x108 0402 Tenvægt af ler
mindre fragment af tenvægt. Fra lag 1, vestlige del. |
![](/grafik/intetbillede.jpg) | ESM 2731 x109 0402 Tenvægt af ler
mindre fragment af tenvægt, fra opfyldslag, sydlige del. |
![](/grafik/intetbillede.jpg) | ESM 2731 x120 0402 Tenvægt af ler
"lettere fragmenteret tenvægt, halvkulgeformet med konisk bund; diameter 3,6 cm, huldiameter 0,8 cm. En minumum vægt på: 19,5 g. Der mangler ca. en fjerdedel af tenvægten. Fra grøft i bunden af A0214. " |
![](/grafik/intetbillede.jpg) | ESM 2321 x1019 0402 Tenvægt af ler
tenvægt 26 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x0993 0402 Tenvægt af ler
tenvægt 29 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x0994 0402 Tenvægt af ler
tenvægt 29 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x0933 0402 Tenvægt af ler
tenvægt 54 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x3334-5 0402 Tenvægt af ler
tenvægt 14 g, knapt ½ |
![](/grafik/intetbillede.jpg) | ESM 2321 x3157 0402 Tenvægt af ler
ler, brændt tenvægt |
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) | ASR 1765 x147 0402 Tenvægt af ler
Tenvægt
Næsten komplet - dog noget afskallet på den ene side. Ornamenteret med lodrette parallelle furer.
Største diameter: 38mm, højde: 24 mm. |
![](/grafik/intetbillede.jpg) | ESM 2321 x0905 0402 Tenvægt af ler
tenvægt 35 g |
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) | ESM 2321 X0886 0402 Tenvægt af ler
Tenvægt 32 g |
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) | ESM 2321 X0884 0402 Tenvægt af ler
Tenvægt 23 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x0862 0402 Tenvægt af ler
tenvægt fragm. 16 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x3059-13 0402 Tenvægt af ler
halv tenvægt, d. 4,5 , h. 2 |
![](/grafik/intetbillede.jpg) | ESM 2321 x3059-12 0402 Tenvægt af ler
tenvægt, d. 3cm, hul 0,7, h. 2 |
![](/grafik/intetbillede.jpg) | ESM 2321 x2034-2 0402 Tenvægt af ler
Tenvægt, lille. |
![](/grafik/intetbillede.jpg) | ESM 2321 x2029-3 0402 Tenvægt af ler
Tenvægt |
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) | ASR 1445 X1058 0402 Tenvægt af ler
Tenvægt
Halv |
![](/grafik/intetbillede.jpg) | ESM 2321 x1327 0402 Tenvægt af ler
tenvægt 42 g |
![](/grafik/intetbillede.jpg) | ESM 2321 x1172-34 0402 Tenvægt af ler
tenvægt 22 g |
![](/grafik/intetbillede.jpg) | ESM 1421 X0517 0402 Tenvægt af ler
Tenvægt? Skår med indboret hul |
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) | SJM 952 x198 0402 Tenvægt af ler
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) | ESM 2321 X0885 0402 Tenvægt af ler
28 g |
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) | ESM 2321 X0888 0402 Tenvægt af ler
Tenvægt 17 g |
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) | ESM 2321 X0196 0402 Tenvægt af ler
|
![](/grafik/intetbillede.jpg) | ESM 0730 X0160 0402 Tenvægt af ler
1 fragmenmteret tenvægt |
![](/grafik/intetbillede.jpg) | ESM 0730 X0495 0402 Tenvægt af ler
1 tenvægt sekundært gendannet i et potteskår |
![](/grafik/intetbillede.jpg) | ESM 0911 x058 0402 Tenvægt af ler
1 tenvægt lavet af omdannet karside |
![](/grafik/intetbillede.jpg) | ESM 0911 x068 0402 Tenvægt af ler
1 fragment af en tenvægt omdannet fra en karside |
![](/grafik/intetbillede.jpg) | ESM 1697 x0294 0402 Tenvægt af ler
2 hele og ½ tenvægt med forskellige tykkelser |
![](/grafik/intetbillede.jpg) | ESM 1697 x0232 0402 Tenvægt af ler
1 tenvægt |
![](/grafik/intetbillede.jpg) | ESM 2307 X510 0402 Tenvægt af ler
1 sideskår med gennemborin muligvis genanvendt som tenvægt? |
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OQCPxratZY7xHV2wVIKL7YIP9KwI5LyGKeK5lUhps7Yxj5McA571ntNKd9ha3EiSCbYw5YMu3JO7OM0XHY17pv7Ju8xQtNk4XkfJ7/Tiom1qdbc7xI5fhdq4GPXr6VZlWCGFZAjGNRtLO27cvvk+tcd421OSK5C20rIuzczbMr06dR3/lTWmqHuct408RLCsR2H7SGbKk4UDsePxo+G2haz8QvG2naVG5tYryRVkKHkx9X+gC5z64rBuI0u7wtEocKc7mAGWJwDn8elfTf7JHhC2m1u913afMsrVYFyBzJKSWbj0VMfia7sPDnnFM5cRP2dOTR9QWdpDp9nBa20aw28KLHHGowFUDAA/AU806m19MfNDGr8o/8Agp4qt8eUdhn/AIkNsOeR/rZDX6uOa/Jr/gp9cOfj4Ux8iaJbfN7mR/6Cpe6Kjsz5O+Hc2uP440r/AIRzT11TXWm3Wtq9slwsjAEnMbqVbgHqD69s1734m8N/H/xdo1zpV94Ahis7gASG20Cxt5eGDcOkasvKjkGvm/wzp9nf6/a2up6oujWDuRLfvC86xAAnOxBubnHT1rufF3g3wZoug3l9pnxMi17UowohsE0e6tzL8wBG9xtGBk89cYrRGaKvi34C/EPwfo91rGs+FtQsdOt1BnuZkG2MEgAk59SKK80kuJLpiWORRQLQ/oy4opmQe9GawNB+6jdTO9BamA4vXwl4wnf/AIWNqnlp5gbUby4YyA7U2ysf5V91V8LeM/3njLxDF5RkaPUrn963QKJG3D1B/wAa4MX8KO7C/EyaaNoxM5BWJ497EPgh2HTH1rhv+X6/WI43BVQGLequGAG5TjPJ/QV3WuMRFMyIxEgRQqgqwIzj8uOPrXF6Svl69azSII5bjf58UpxjBOM+leFJrVHtxT3O6mjvF8Nx/Z5rM3kcptxHtzu3AK6bgPl4Pc8nHpXFeH/DH2GMskj3D+cSwldgyLuIaNeP72726GvXLm602Hw2iZQzOhkdYxvIIVQpyBnsPyrj7GG3tbxHuyfMEfDKxLOQx3ZGB3JrnjJI3dzQtBaLgQH5powzLzhwMADH0x+daOiwMbWzaSZhF5hAdl2bwx4HGMdP0qxJGjRxXUSqi8ZjVSxUcdMfXJNXdEskmjgefC+XyF3/AMZ6jHTtSYkV5bKARiDLFVJWTccs59Acn1z1qv5ktrL5tu6xxrITKCc7FPIGPoR0ror3T5v7JlbyFeRjiJZXCqCT1JHpkn8MVyniKzLqYUile3UlC8asu3GcupzzzjGM1LcU7NlxUmtEUPEniyCG1G1WWNSceXkAj0PSvPNW1Ka8uYpZZZZLXO11UbNgOSP97tW74gtla/gZ5XCRx72Dtk7VGeM1D9lhmaMxhfvLITt3ZyN2MegA/St1uR0uznlMrrA0dtIlvuEshGScZGBu/DqfWvtz9lrS5bDwHdzzqfMnuz83YgKOB7Asw/CvlCzSXVLQXEB/cKu/5cooO/gn1+6fyr7q+FejS6D8PdBtLhWW5+zLLMGXBEj/ADsD9C2Pwr2sCuabl2PGxkrRS7nVGm045pjV7R441ulfkn/wU6kX/hoCYA8/2Pbcds7mr9a3+7X5Gf8ABTZg37RV6Cpz/Y9pzn3bpSfQuOzPkXw7d2em69aXeoaamt2kbs0mnySyRLMCuApaMhhyQeD2rufHHjLwrqvh28tNN+FtnoF2+3y9Tj1O9maHDAkhJHKnOCvI7+tcx8OZNYXxlpz+Hb9dJ1gSN9mvJbyO0WJtpBJldlVflyOTznHU16p8Vbv4vXHgrUF8RePLHWNFwn2mxg8S2l00n71dv7qOQs2G2ngcYz2q+hmj56jURqD7nNFJcKY1BPTP50UyT+jWkpTSVzmotIaKTNABzXxP48kt7L4h+O7q/uBb2cF/Iu9xwuWdiR+n+TX2vXx38QIk1zxl4zDLhI72aMKyrhirsPxPua4MYvcR34T42Yc08ao93IxSB+Ux0A6Kfx6/iK8wtdLkm1F9Thn3RLcbU2tjPzdMfQ/pXc+LLiKy+zzmSWCGXEZC857dM9elZfhaaPWNYk02WLdaeWWXeoGSCo3Nt5GTuOckgCvBlqe9B2Vzu4rqKbQYre1aOIxgoiqmGf5Q2QRzkBh16YxVK3YafJaRM+25bI3JneQcByAwOcEjAz/OpNBR1WzlLLFJAHz5g3SYJ3Yf0PAHFSaE32zUCt0sr+YwjMUY2iM/MxfrkAlR37D1NYpXY5banUSWKWtlZzR7xHM4Rn3dcqck/icfhVm6tfstnDDIixsqFg8I4jwOoXnPUe1UoZkspJrIOrRQqNkWQ21WGduDwQMHnPH41cUJa2awrJJsVMqeW465zn1FOXu6sUddC1YTm4h3XE3n/ZV8vaV+UZI4x+B/L61mXFi63EzmVZInJ2xk87sDJHYDAFM064ljsRBPKJrvYHJU4Dvg5JGTj86e7t1DkBCxePhiSccZ/Pj2rOMYyaNOaUUcP4ltY7i4uGeLARdiS8EEnjg55rHs5RHDItuQbheABwEySMgfTNbevXD2d4d6KbXGT/eB65+nNcdcTzLqEv2dlhjZS2/Ayyg/Xng/rXWkzJ2Li6w0OlwaYWVppxsj8okZ5x19fvfmK/RHwjrEXiDwro+ownMd1axSj6lRkfgc1+blvZtPqunxTLtfzN8BUAYZshScH1PXtX2r+zH44tNe8GtoOfK1DR5HQwMQT5JdipHqAcr+A9a9bAyUZOL6nlY2HuqS6Hsh601qdTWr2jxiN6/JL/gpshHx8vWCctpVqM8c4J/lX62yd6/IX/gpltb9orU/nOV02zXb6ZBNS90UtmfJvhNdJk1WEeIDfRaTuPnvpyI04G042hyFPOOp6Zr0Ev8ABYSSsLr4goX+9iCxAIP/AAOuN8Apf/8ACRWDabokXiW881jFpU1o10k5CNkGJeWwDu/DPavRPiZeeMj4PvU1T4P6V4U09/L8zVYPC8tlLEd64AlbhdxwvuDjvWi2M0eXePG8I/bLb/hEW1prTy/3/wDbawq+/PGwRkjbj15orlSjFgCO9FMR/R4aQtTzimkVzmg3JpMHv+FKRRQMSvjXx0DB8QfE9lFKxL6nOGXd/fdmJz689Pavsqvjr42Wf9n/ABY1+CJBF5zR3JccFt8YJI/H+tcOLV6Z24V++zz3xxePIFhXMCsMo7ITyAcn8hXN+GNSk0XU5BAom09VkkLhuXOSR3x0P6+1bviC1MysS+w5IUHB2ep5HPGa4D7JPpurf2fDMqxNkOOq4J5P15HT1rxeU9xSVrHrmhSSat9su7WV7aO4jjTzGA3AggY5yuQDnPPYYNbek6SNPK2ck8j3OAPMYlmlYBip3ZB3c/TjpXmem+INQ0HSIo/KE0a7pHX5QccY47np+VdjoF9eX2uWkslwYreWDb8wP3gRs2jsOWz+FRyj5rnTalcxwx2s4Qt5zhZFdcZbJzx07Hj36k9Nv7QE3bwbfIxgHCoD6jHU5zVUQhVMt7axXMcZMiliuFGDk8/j+dV9cvZfs8l00gaMIrMkgwu3PT6lcY5/Cs+Xmu2ir20Rdt7GRtTeSOXEO3HkkZy397J6d+lOurj925LhlP8Ay0OVPsCT1xXl+qfE65hVY9Ph862Qk+fKf3n3gSPcYHtXJ3HxK1SzuGkF4sizAHynUjauc8HPoaIUeXYcql9zuPEUwuTIDKsxjygySVbg88DtWJPeRXFnJFCiRqoCCYDGe55P4Vhf8LJ/tS4MUUDoDlWZCo+br07jrzWxBcrfWqLEilpFYhsZ6jr79K3t3M077FO6kkiuERYwu1SQOvTAP4dK9J/Z38WN4d+L/hyQ+ci6rK1jIznCOHHyqP8AgWD9VrzjUAtvp8Eio0l4hEcgI4VMjkemOf0qx4a1abw/rWh60FfzbC6huY41Xbu2sMZOO6ge/PNbU5ctSMiKi5qcovsfpzTaSORZolkU5RwGBHoaWvpj5gZJ0r8g/wDgpXceT+0Vq4PAaxsx0/6Zk1+vUlfj/wD8FMFaT9ojVNrcG2tuAemIV/xpPdAtmfMHhBYr7xBZxnxFH4VVnc/2nKJtsJ2n/nirPz93gd+eK7P4j6TBB4XuZI/jHbeLXUpjSUN/mb5hyPNjCfL97kjpxzXn/h2bSdL1iyuNfsJtX0sFmls7a7+yu+QQMSbH24YA/dOQMcZzXUeMvEXw61TQZoPDngvU9G1RmVkvLnXjcomCCwMfkLnIyOoxnPtWnQhHmjKVf5uooqxMh2Rueo4Pv/n+lFMR/RlSU8rTWrAsYaDRRzSAT618sftVaWlj4502+b5E1HT/ACS56bombP6SL+Qr6n5rwv8Aa68P/wBpfD2w1Nd4m06/XLL08uRSrA+xISsK8eam0dNCXLUR8vSTPbKkE0n2lJV/dsRgggcA1wesQ/Y7ueWBWNxwoZhywJ4IA7Dp+HvW8vmalq6wNMywPAG25yCwz09s8fgKra5ePpqtPNtjVmVY5GAOBuBzwemAcV4Nj6BMoaprDXmoWxZWgjEQBXAVRgAYGK7vwnrkF/FYGOcJHEP9XISRJx1z24FeSavqUOrag825UWPKrNBlQv0z1+tYNt4wl0S5hWEGRSxCyB87SMA7u4zVcvNoiL2dz68k8QW1rodxcE+WmOMnCjA5Ht+WOBXknjD4sW0kRjub2NwAVhhjYBvx9wO/8q8l1X4ka7qKCwGoCBQQAEJHy4PQsP5VifY4JbiOWeMySqrJ5kg3/wCRnjp6U407ayJc+iNfXvHlrLceYXFrENgztOCgJBD49Rn86xLXxXGqiS1ufPL/ACR+gXHTP4Y/GuVuryT+1rsXG97aRBFGqnhee/H1/OszUda07S2Ntc3PktgMsII4IPB+p9fau2NM5nM9S0XxdZrpOXib7duZW4AUBThQuPXnORXongvxUtukVv8AZ3hLkM24KccjJOOf6V89eG/E1nqVvnz2GTt+VcsD64xxgV6RpesQqSEuZAYv488sAcjp1ByaznSRrCoz3C6nFxNK2n3UKNLC27PzAEqV+73/APr1g+FdNu7zWLDSRdNPfXVxFbRojkxb5HCqqjhscnkjgg1yun+JJoTCC0ZgUDOQSRnowIBxya+if2W/h9P42+MGm+IFA+w6BCtzc3BC4eVlKxIBj7xO9ifRfzzpUnKool1KqjTcj7zVQqhR0HApKdTTX0R84RSfdr8fP+CkUjSftMaxAhwrWlrnt1hX8egFfsIy1+Nv/BSK4eD9qHxA6cFbez5Kg/8ALBKl7opbM8D+G6+Ij430hPCLW8XiBfMMDXzW6xj5CWObj9393JGeeeOa9h8beMPjz4H0SbVtb1HQ4rGJ0R3t10a4cFjgfJGGYjPtXhHhz+yda1mxg8R6nNo+lqrLJeWtkLqVQASv7vem7njO7gHvjFb/AI28NfD2z8PzXHh3xjq+samrIFtbrQ1tY2Un5iZPPbBA5+6c1p0IRW8YfHzxt448PzaRrGqwXNhOV8yKPTraEnawZfmSNWHIHQ0Vwq2m5cAEMM8YopCuf0cMMVEwqwwzUTLWZRDR+NKVppqQErE8aeG4/F/hPVdGkwBeW7RK391+qH8GAP4Vt0mKTV9GNaan5p38L6PMyzBY2t3aJh12MW5+nfiuL8Z3k2ox28UcisgyWj6ZxjHb+te7/ta+Dz4R8dX1xbJtsdajF4Ap+5JkiQY92Bb/AIGPSvnKTXpHnlaFViTyyoO7DEn1wehz+leHKnyzaPfjU5oJmNJp9xbWrzi2ZONylgdh5wOfTPGazZlt9U+0AlYUZuJEQfMQegyPc8mtK4F/PZ7VZ3Q/MUDna2OctnAOKq2saQ6W5mu42dlz5UJYgnIOBx0/LpWsY6XZDl2OYhiltbqG5uUVyg2eU3Bibtn196fearIy5jkAdQcKfnAJxzz/AJ5qPWbGe31L7VBKjw3UYkSAOPl5xluPUHj6Uw3U+myKEZVaTLs4wNmFB4z3/wD1VsrWMtW7GdrF1thEQkka7J3FF4XuOn515T4h0We31VvvZ3cBjlgR/wDrFexxzxTapJIs3mFR5bbkAAPX/wBmFR32ixyO87Irz5A6A7xz0PYjimpOLuTKKkrHI+CRG26B/wBzMBlW29T6GvX9NvjLptuJIlV4QMyLGCfY5/yOa4L4c/Dubxx8QtK0aK8jsZtTvoLJJp8hI2kcJvOOoGQeOuK+3viJ/wAE7vFfgexgvfB+q/8ACZKsSrPZyIttcq+3BMeWKsme2QQP71auEprmiTGcab5JaHzlo9vm4SR4o2dT9/owJAGMdgcda++/+Cfuiy2vg/xVqcqOhur6OBdxzxGhOM/9tP5V81aD+yD8V9UvoYx4UfT5fvGe9mijiTp1YNk8+gzX6B/Av4Yn4R/DjTtAmnjur8Fp7yeLOx5nOTtzztAAUZ7LToU5KXNJWJxFSLhyRdzvqOadzRXoHmkbL8tfjN/wUlkA/af8SjOcQ2fGP+naOv2abpX4w/8ABSJt37UfilR94RWmcj/p2ipFLZnzx8OpfJ8U2zDwunjF9r7dIkWdhLlTziFlc7evB7c13fxIvLh/C8gk+Dlr4LiMkf8AxNUt79WHPC5mkZPm9xn0rh/hrb6lc+L7VNJ8UWnhG82Pt1W7vns44xjlTIgLDPTHfNeweIPA/inxNpz2Wt/Hjwnq1izBmt7rxVcTRkjkHayEZH0rToZr+tD54eZgq7Rgk9uOPSitz4geD08F6pDYx+INH8Q7ohL9p0S5aeFckjYWKr83GcY6EUUCP6I2SomSrbLUbIKysWUWSo2WrrR1G0VICmc0YqwYaPJpWA8R/ak+HcfjD4ftqkcW690Um53KBuaD/loufbCv/wAA96/Oe/sZ11L+z7WMtMSFi4yGB5HUHnpX7DNaJNG0ciK6MCrKwyGB6gj0r8t/2jPh7ffDH4p6ho0puE08t9p0+WH5VML52c9scqeeqmuHEU9edHoYapo4M8kvIrzRbp4b6OaBuQdyEHkYxj/6+KZqjR6lax/Yo5LC14SXo7Ng44OBgdPWrGqalLfRg3t3cXJiG2MXLeYigE8Y6evbvVPzLqS3FzA22GQbRC2EB+ijpn3/AMa51tqdT30My+hghkaZFdFPylnB3ZGQRjsOP/r1htfWk8dx5yzi4kl5kyNvQc+v/wCqujvtOn1Bo4hcrC54Ehwm0+o9T7VXs/C+oareWWn22njUdSm2xpHajMsuSMYX+Jjnp15ppxk7CacdTLjs/tNqqmT92SxLEZLE9D78V0/h/wAJaz4kmi0/QbO91uZ+ttZWrSupJ2hsrk4ycenNfV/wF/4J461rYjv/AIi3E+iacpDRabbuv2qTjox5WNefdv8Adr7j+Hfwk8I/CexltPCmhW2jxzBRM8WWkl25xvdiWbqep7muuNBv4jklXS+FHwD+zn+wz8Rbb4i+GfEvivRbXStGsb6C9eG6ukFw6xncAY0LYOQBhiPev0tFFOFdkYqKsjjlJyd2GKWlpeKokMUlOptADHHBr8Vv+Cj7hv2qvFw/urZj/wAlYq/ap+lfin/wUW2/8NVeMi3P/HrgA/8ATrDSH0Z88+Cf+Eaj8Qxt4pi1W40YI29dHljjuN2PlwZFZcZ68V2PjuT4Xnw+R4SsfF0Gq+YpEmtXVrJBs53ArHGGz0xzWT8Gx4tl8dQnwRpUWsa2sUjJazWMN2hTGGPlyqV4B64yO1em/G5vjHD4Lz458LWek6B9pjBuItGsbVvN5wu+FAwzzxnB71fQg+dLqVllAOOlFMkXzsjOWX09KKYj+lMmmmvzYj/4K1au3LeBdLVfQak5P/oFOm/4Kx6pt3ReDdMx6NeScfkKyuaWP0jxSbBX5rp/wVk1yTd/xRGlDbz/AMfsvP8A47Uc3/BWfXYd2fBOk8EDm7l9PpRfyC3mfpX5dHlivzO/4e2eIWbCeCdIHu1zLikb/grd4gT73g3Rgf8AZnmP+FF/ILeZ+mgjFeK/tSfA5vi14NF3pMLHxPpYLWvluENxGfvwknjJHK56MOoBNfGa/wDBXLxByG8GaSfdZZf8abJ/wVu8TF/k8G6Rs/vM8v8A8XUySkrNFRbhK6Z5X4h8Nv4UvJ7LU7K50i/tJAs0OpR7ZQSCc7SQT9cY96568vEurePyr62iYOD5e0fOvOfxBr2m+/4Ku+JbhwzeCPDsxxjM/mk49OXrNH/BT7UVmDD4ceDiWKsW+zODkdD97tXH9WXdnb9afZG/8Jv2HfH3xOvLO91yD/hEPDbHzDJervuZBtBDJFweePvFcdecV92fCD9mzwT8GY1n0jT/ALZrBjEcmrX2JJ2AJPy8bYxz0QDOBnNfBbf8FcPF+G2+D9AGDwxec/puqRf+Ctni4rn/AIRHQj9Gmx/6HXVGEYfCjllOU/ikfqJ+lJX5gy/8FZ/Fu0eX4T0HI++WM+B9PnpsP/BWTxeWXzfDXh9Q39xZjj/yLWl/Izt5n6g0tflxN/wVh8apM6p4f8PMgHH7qfPT/rrUTf8ABWLxvtX/AIp/QEz3ME5H/o2i/kHL5n6mg0u4V+Wcf/BVvxwwZ20Xw8U7BbeYH9Zqp3H/AAVh+IPnMsWi+GlVT0a2nJ/9HUX8hW8z9WN1Jmvyn/4eu/Edvu6J4b6Z5tZsf+j6ib/gq18S1j+bSvDAfPazn/8Aj39aLvsFl3P1ac8GvxL/AOCicm/9qzxsepVrUf8AkrFXp13/AMFYPicqgJpHhtc5G42k2Pr/AK2vkn4yfFnVfjN8QtW8Xa2IF1HU2RpVtlKRDaioAoJJAwo75o1b2B2S3MnwTpOl6xr0UGs6+vhuwKsWv2tpLgKQOF2Rjccnj0rp/HnhLwdo2h/aNH+JCeKrxp1U2MekXFsdhBy++Tjggcdea47wb4k03wzrMd3q/h618S2Sqymxup5oUYkcNuiZWyPTOK9E/wCFz+AV+58GtCG7r/xNtRxj/v8A1ZCPHI2ZZAR60V6D45+InhTxJo32TRfhxpPhe8Dh/wC0LO+vJpMDqu2WVlwfpniimI5f/hGNeXWNL006bef2hqawvZW/lN5lys2PKKLjLB8jGOuaS10nVLxdTaKyuZv7MjM17tjJ+zoHWPc/90b3Vee7CvYj4y0OP45fBXUTqdo9hpdh4djvbrzRstmi8syhzngpg5z0wa5jwd4m02zs/jKJ76GFtT0hobNWYZuHOpWr7U9TsVm+ik0tBnBT6bqVnptjqUttPFY3zSJa3DKQkrRlRIFPcqWXOOmRU7eDvEH/AAkz+H30u9/txQzNYNERMAIzIcr14QbvpXS+LvEVhe/Bf4daZbXUUmo6fdas9zArZeLzJIDGWHbcFbH+6a9S8WeIdO8O/toa7qGp3EVnZRw3KGac4VWbSmRAfcsyge5FGgHzzDpuoSaPcarFazNptvNHby3QQ+Wkjq7IhPYkRuQP9k1ZudB1mzbSUm0+5R9ViWexDIc3EbO0asnqC6so9xXU6V4h023+A/ibR2u411S48Q6dcxW3RniS3vFdx7BpEB/3hXQa54t0i41r4KSpqMMsWkaXZxagwORbsuo3EjK/uEZT9CKNBHnX/CL6+19rNl/ZtyLrRkkk1CHYd1qscgjcuOwV2VT7kVUk0jU49Dg1l7WYaVNcPaR3RH7tpkVWZAfULIh/4EK9w0bVbfWvHX7ROp2Eq3dldaPqk8E0ZyrxvqdsVYexBBrhdQ8Q6c/wB8PaOtxE+qQ+JNQu5rUE70ie2s1RyPQlHH/ATQM52HwJ4iuPElhoCaPdNrN9DFcW1nt/eSxyRCWNgPQxkMPaqFjot/qGlalq1rbTTWOneX9rnQfJD5jFU3em45Ar32w+Ifh2H9p7wJr51W3/ALGsNI0u3uLwk7I3j0uOJ1PGflkBX6ivOPA+uWWl/Bv4maTc3McV/qjaWbWA53S+VcOzkduARnPqKB2ONuPDur2un6RfTWc6Wur7/sMpHFxsfy22+uHG361dPgXxGPEus6A+mXA1XR1uXv7XHzW624YzFscAIFbP0r0TxpMsPwp+BTSPsjhh1FyxBwB/aUhJ/SuguviF4fi/aB+Muu/2lB/ZWt2XiKCxulyVnaeOUQ7eM/OSMZ9aelxbnhq+H9Um8NSa+LWQ6PHdrYtefwCdkaQJ9dqsfwq/F8P/ABDNr2gaQmmTNqOvJBLptucA3KzNtiZcnGGI4ziuktvE+lr+ztf+HzeoNWk8VQX62mDuMK2kqF84xjcwHXPNemeDfEOl+Kv2gvgCdNulnXTbTQrC52g/u545jvTkckFh0zRoB4dZeF9ZurXWJbayaWHSYfPv2DD9wnmrFuPPTfIi8etVrzw7qVn4dsdauLORNLv55YLa6LDa8kQQyKBnPHmx9R34713fhzxVpmk6f8Xra9uhBdarpwtrONgxMsg1K2lZRgYHyRuecfdrP8S+KtMvvgd4H0OC6Emp6fqmqz3NttIMSSraeWxOMHd5b9CcYpaBqZEfw98Rr4uk8K/2XIuuojytZF1DKFhMzZJOOIwW69sdeKzIfDmpXGj6jrUFqX0uwnht7mfcP3byhzGME5OfKfoONvbivZ7/AOJ3htv2rNZ8WrqKvoMtvdpFeLG+Czaa8KYXG7lyB09+lcr4ZZP+GcvH8ighm17Rhu9vKvqegHGXPg/XLe80C1lsnWbXoY59Oj3qftEbytEhHPGXRhzjp6UReCdck1TXtPXT2a80KGabUYi65t0icRyE84OGYDjPXiu/1T4gaFceK/gzeR3pe20DTbCHUW8t/wBw8d9NLIMY+bCOp+XOc1JafELRB44+L18bpRba7p2p2+myJG/+kPNeRyICMZGUDH5sYx60aAeZ3Ph3Vbfw5YatJbSRaTqFzLa2824YkliWNnXGc8CaPkjB3cdDiDxR4b1Hwf4i1HQtatmtdT0+V7e4ty6t5ci8EZUkHBHY122p+KNMvPg74K0CO5J1ax1vUbq4gMZAWKZLQRtuIwcmJ+AT05xxmb9pyTzP2gfiHFtDN/bt3tKryf3hHWgR5PIzY2kYXrj+tMXlvrT+C3AOc9KU3DL82AR9M0AJ5ZjYqRiinQnzpgWyxPYd6KQFNt3frTfm24x+OaKKQEkOcn5c8V13xZ8cRfEj4g6x4ljsmsE1CRXFs0nmGPbGqY3YGfu+lFFAHHsV6ChWB+9miigD074O65p+j6H8S4727jtZb7wvJa2qyPt86U3lo2xfVtqOcf7JrzRmbPXAoooH0FjY7vv04SENjew9eaKKBHYeKPiAfEngjwZ4f+zeR/wjtvcwCfzN3n+dcvNnbgbcb9vU5xn2rkCzf3qKKAFHmNznP4V6J8APEFn4X+NXgXVdWuktNLsdatLi4nfhYo1lUsx9gMmiigDitYmF1qt7LEQyPM7A+oLGqh3c8UUUDe4qq/vxzXUab42l034d634VW0WSLU7+0vmuS5DIYEnUKB3B88n/AID70UUCOY+bdwucU/a7R7lUYHJ5FFFUBJZymO+gZ1wqurHI967X49+IbHxZ8ZvGus6TOLvTLzV7m4t7hVKh42lYq2CAQCCOooooA4EFlY8YPtTSpXgrRRQA+3mKyBdvzCiiikB//9k=) | SJM 3 x0978 0402 Tenvægt af ler
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) | SJM 3 x0073 0402 Tenvægt af ler
Fragment med del af hul |
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) | SJM 3 x0085 0402 Tenvægt af ler
Fragment med del af hul samt rester af ornamentik |
![](/grafik/intetbillede.jpg) | SJM 783 X014 0402 Tenvægt af ler
1 halvt fragment af en tenvægt (genbrugt sideskår?) |
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) | SJM 805 X049 0402 Tenvægt af ler
2 tenvægte |
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) | ESM 1566 X424-b 0402 Tenvægt af ler
Tenvægt med dobbeltkonisk gennemboring, sekundært fremstillet af sideskår. |
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) | ESM 2321 X0722/-a 0402 Tenvægt af ler
tenvægt 25 g |
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| ASR 2327 x0190 0402 Tenvægt af ler
Tenvægt af ler. Fladtrykt kugleform. Diameter: 3 cm. |
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) | ESM 2321 X0677/-d 0402 Tenvægt af ler
tenvægt 14 g |
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) | ESM 2321 X0661 0402 Tenvægt af ler
tenvægt 17 g |
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) | ESM 2321 X0656 0402 Tenvægt af ler
tenvægt 16 g |
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) | ESM 2321 X0650 0402 Tenvægt af ler
tenvægt fragm. 9 g |
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) | ESM 2321 X0651 0402 Tenvægt af ler
tenvægt 25 g |
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) | ESM 2321 X0642 0402 Tenvægt af ler
tenvægt 41 g |
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) | ESM 2321 X0636 0402 Tenvægt af ler
tenvægt 19 g |
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) | ESM 2321 X0635 0402 Tenvægt af ler
tenvægt 13 g |
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kr/AOPAV+crXihYhIDC0ybthbnJ4PI9M1+nb9a/Oj9o3whN8N/ipPYsjJpd+0lxZNtJUo5zsz22ncv/AAEeory8xpOUFNdD1Mvq8s3B9Tzy0aG31GfyhhCTgMD2GP6VZj1dGmQIDtTKkNwTz1z6f4Vyut6lJa3iSwyKWVsOrZPGckADvjOKW41NbWSaM/KPRl6V4UVofS1HzI3muLn+1JYLXCXE1v5seQx8wocshZSCMjPNe3/su/GLS/Ad9qemakn2Wyu2EsrRIztHNnBcqOcHPOPY4618vahrgunM6O0dxbhgsgkIKeuBn8PWs+y+Itu7b53SC7hGfMUYG4/xE+mPwNdlOUqMlOG6OKVNVoOnNn3d8cP22/DngPRLm18IWV/4s8TyoY7WOGylW3ikI4MjuozjrtXOemRXwh8O/hnr2raxqeveIvNS/wBQm+1XszclNzZ555JJzXoHh34pR6vbxW5e3WaOTyy9qE3PgdCGyOhXJ96y9d8aNB9mtDH5aq2UjWQMVGSCGC/KD36nOc1pXxtWt7qiRQwMKOspafidda30dr5duu9o4FERaRNu/GDkD6elaP8AaBI83ODjgHjjuf1rhtP1prgxgqPPZicjhec9q6KO6EaoMBuOuOv/AOquNQcY2Z3XUpXR1eks/wBqERIMskihQM5JJGBz3yK/R3R7L+zdJsrTOfs8KRZ/3VA/pXwt+zd4K/4Tb4jaWZ4lltNOf7dMWXIyhBXr/tbfzNfete1gYWg5dzwMyleah2/USkzS02vTPHPmn/go3u/4ZA8cbDtP+i/w5/5eouK/Hv4N6nqFrpmu29pqOoWAnIR1s/GVtoaN8rAeZHMpMw57YxyO9fr5/wAFI8t+yF4zA7vaf+lEdfkB8J7e6k0HX3t7C6ukUfM9todnfhPlb70k53R/8A+vXFawIl8Jyy/De9s/FWiaVci31RtSmWNIdC1G2vJWywG0GN2VWOeN2P0pPix4Z8P+FdetbLw5qM+pwfZla5eUo6xz73DRpInyyKoC/OuQW3AEgAnntD1+98N65Zaxp85tb6zmWeGbaGwynI4OQR6gjBHBFXfGHjW/8ZXNvcak8DNbwi2t4bW2jt4oYgS2xI41CqNzMxwOSxJySTWmlh2d7mGMN7+ueaKaF+Ubf1op3KP6fKKKK5BhRRRQAU1qdSNTAhcV5F+0t8JYvir8OrhILYTa5pebzTyo+ZnUfNGP94Dp/eCntXsDComXFNxUk4vqSpODUl0Px51SNmfa4YdjlcEMOv8An2rmtauZY4xgNOynJAwNw/xr9CP2mv2T08ax33ibwdEINfcGS505Nqpdnu6E8LJ+jex5PwDr1rd6Ld3Nvf28lvewkxvDMhR1YHBDKehr5+phZUnbofTUcbGpE5bXr77DYzQJLhmyeF+8O4z+VedXmoNJJkExyJwDkkn612mvxm4G7bkEZxiuOmtN7EmPBB9xWsIpblOSl8I+DWNQlnieW9uJT90MZCTj05Nej+Hbs3RVGcyOwGCeT/nmvO4dNEskcmzMigqJOh2nnGe4rrPDayW+EwVQnA3cfgCf6VUknqkSpNaNnqNneQW0fzSM06nA24x06cn2NdXpt0+o3MccMMknGyKIcuc/QdTXLeEPCep+ItStbOws5L66mbbFBChZmJ9AOTX6B/s3/swR/DtbfxB4kjjm8QbcwWqkMlpkYyT0aTH4DtnrRGi6uhjOvGhre7O0/Zz+FJ+GngpHvY9utagBLchhzGOqx/hnn3OO1esUUV6sYqKUVseJKTnJyluwNManN1prVoZM+W/+ClUph/ZD8Wlc5aazX87hK/Hr4a6fY6hpesNdWUMwU4859HuL0xDackNG6hPX5s9K/Xz/AIKcT+T+yL4kXazeZd2a/KOn75Tk/lX5AfD/AFHS7HQdZN1f6fbXDAmKO7vb6F2+U8KsCFH5/vkflWkSX8JwPiCzsdPvzHpt8dStCoK3LQmEnjkbSTjBzWVnvVi4l8yRnCqgY52qOBUHrjk1RoSovygjAopkZ7FsUUAf1AUUUVzgFFFFABRRRQA0imlc1JSYFO4rFdozXmnxY/Z78E/GS3b/AISDSh9v2bE1K0PlXKenzDhsdgwIHpXqW2kKe1VdPRis07o+APG3/BNjUvMLeGfF1rcRMT+51WBoSg7fOm/cf+AivGfEv7B/xV0TcY9Ai1SINzJY3ccmffaSG/Sv1jMIPak+zj0rF0acjeGIqwPyo8D/ALB3xR8T6gqXmlQeHLL+K61GZePoiFmJ/AD3r6K8J/8ABN/RtPuoZNY8XXl9bhR5lvaWiwEt7OzPx/wGvs8QgU4KBQqVOOyHLEVZ9bHE/Df4O+E/hXZeR4d0iK0kZdr3T5knkHu55x7DA9q7cClorTyMfNhRRRSAQ0xqkphpoTPk3/gp6yj9kfxAGJAa9s14H/TYV+THw3ku9H8J6nK2oXdvp90GdrfTfGtjpbSKAVYSW0oaR2ODjgZBGAciv1g/4KkP5f7I2ue+oWY/8i1+SHw5026u/BfiGaK0vZkQSbpLfwrZ6nGuI8/NcTMHh/4AOB83WtYXuQ7cpw2r3Hh691SyGh2GoWFvuCzLqV7HdFjnqCkMeBjsQa0vjNpFn4e+K3i2ysGs2sI9UuPs39nypJAkRkYoqleOFIGB0xiuLYAMQcimfjmquXbW47cegopv3j1ooGf1E0UUVzgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1qXNFAHyF/wAFS2Vf2SdX3ZwdSsxwf9s1+RPw9tbQ+F9Wu7jTtKv2gdnC6hp99Ox2pnAktyEUH/b+p4r9bf8AgqzJ5f7JeoDru1azX9WP9K/IfwPfwQeC9chkurWGVxJtjm1W4t3f93/DFGNj8/3uvQ8VtEzexw2t6jHqupS3UVjbaYkmMW1mHESYAHG5mPOM8k8mqGP9n8RWn4d8PXvijWrbS7JV+03BOGlcRoigFmdmPCqqgsSegBNTeKvCd74O1NLO6lguBNClzBc2snmQzxOMq6Njp1GCAQQQQCCKeu5d1exicA5BxRQw5GeCaKBn1va/tfftFvcJEni7xNcSuYYljQsSzSoXhHTq6gso6kAmq4/bM/aJvY4ynjHxEUZEkRoywJV38tDnHIL/ACg9zxXlll8YZbbQ5rnFuNcg1LSp7aHY3ltHaWk1vuY564MWRnkk446YNj8VtYso7SNUt2W3t7e1VmVidkNwZ0z83XccH29OtLQyvI91m/bK/aEhj82Txj4kSNVeQ5dh8iHY7E46BuCex4plx+2B+0RHdTZ8X+KFcSXEUkZd1MbwpvlXGOCifMw7Dk15X4m+I00/hfSJIJLeS6vbS+gu4s7jEsl2ZOBnKn5RjPY9+tZFz8ZtZury5uHhs1a4utRvGCxtgPewCCYD5ugUAr6HrnpRoF5Hrn/DXX7RtxNEsHjXxY0kktvEiJJISzzqXgUDHJkUEqP4gOKpH9sb9oea3FyPH3in7OYBciRZn2mLzfJ35H8PmfJn+9x1rgNR+MFzpeuafc6OIZ47Y6Fe5uY2/wCPmwsxEF6j5dzSZ9cLgjvhaf8AETUPsFvpLpbrZ/YU0syMpBEIvftec5xu8wkZ/u8YzzSsh3keuzftaftGwtKJfHXi+PyXnSQNPINjQ484H0Kbhu9MjNXof2sP2jUyr+NPFgKOFYNNJuBCGXHP+wC3056V5v8AED4oTL4v8Q2WmNaz6bJqOq7LlRnzFupAHYMGwRtjTaR79c03QfjHcSa1LNqwhitJjNM3kRHIl+wvbRjvxyM/UmlaIuaR6N/w1l+0XdyQwweNPFpeR4FjWO4lJdpxmED134O0d+1Vv+GuP2hpLf7QfHvioW5g+1mQXcir5Pm+T5mc/d835M9N3FeU6b8YNZ0u4s540tC9rNp06b42ILWQIhBw3Q7ju9fatLw/40N34T8RWl7c20TW/h0afZKG2PLnVYbhlOfvN88p4/hX2NOyDmkemXX7V/7RlvJNbHxt4tjeGS5ik3XMpcPbrvuAfQxqwLDsME1A37Un7RcxjX/hOvF4dpI4VVbyYEu8fmIvB6snzD1HNeT3/wAX9bvr67uZI7VZLq51S6cLG20NfwiKcD5ugVRt9D1zV9Pi7croouP3Y1uPUbWeMeWTH5cNo0AJOeuMZGeuaLRC8j0KP9qT9oi42GPx94xYyiELjUJvm83iLAz/ABY49aik/aq/aFhh+0t8QPGAhjgNyXbUJtoiE3klzz08z5M+vFeV2fxZ1ux+zeV9n/0drFk3IetqSYs8/wC0c+vtWh4o8eS/8IzodvazwSPe6JLZ36A7jETqk1yFxn5W+SI8/wALe9KyC8j0i5/aY/aKsZZbeXx34zjljluYpFfUZ9yvboJJ1+9wY0IZvQGq3/DRv7Q08sSp4/8AG7SSNDGirqlx8zSx+bEB838SfMPavL9Q+Luuahe3V1J9mEtzc6ndPtjIG++hEM+BngbFG30PrWhq/wAXbu11azm0d0MEEWmSgzxZYT21itue/wB3Jk+vBp+6F5ndRftH/tB3iQmLx/42kWVYpEK6tcfMsj+XGR8/8TjaPent+0h8fGsnM/xC8Yxwxo9w0n9rXGRGknlMch84Dnb9a8+8GfE6/j17QbS9ngh0yOaxt5ZGXaEhhufNBJ9iWyfSsvVfiJqXmX9nDJC1pJFPZhtuS0L3Pnnn13Ac+lFoheVz1u5/aP8Aj/b74H8ceMI5InuYGDapNuDW6CSdT83VFIJ9jVZvj/8AH28kiRfHXjMySPbwoq6tP8z3EZkgA+fq6AsPavP9P+K15fazfXesspjuBrFz+4i5+03to0JOM/d3CP6DNZsXxU1y3uLeZJId8M1hcJmIfftITDB/44Tn1PNHui986Dxx8Tvil4y8MhfFXijxJrOhF4ZfL1PUZp4Cz+Z5TbWYjJ8uTBx/Ca5HQPiF4l8J20lvo2u6hpdvI/mPFa3DRqzYxuIB64A/KtOXxg2qfDXUtPu54/tUd3p0VtCBhjDFHeZPvgyrk/7QriGkLYBPTge1LbYrfc7XSvilq6+LbTWtdubvxD5UE1nJHd3TF2t5Y3ikRXIbYSsj4ODgnOD0ql458XQeK7+wNnZSadp2n2UVhaW8swmkWNMkl3CqGYsztwoHzYxxXL7u/enD5h0ou9g5Ve4rMwYHoR+BopKKQyVmPNLvIwDximswLcDFGR+NAz2rxh4X0i1+DOn67p+m2MUDfYbf7RJBeR35uXikaclnHkSRlo5NuwnCiPod2fGNwGalk1K6mtY7aS4mkgjOUhZyVX6DoKr7gO1Nu5KVh271rsfg1pOmeIviz4O0rWbd7zS77VrW1uLeOTYXR5VUjdjgc845xnBB5riwct0p0czQyK6MVdTlWU4IPqKOpTWljsPihouheG/FT6doMtzJFbxKt0t1Mk3l3HO+NZEVQ4XhcgYJDYJGCeUjw6uufmxuH4f/AFs1BuLevrSiQrkADkYoEtEPxjg8H6V7P8DvC9rrnhLxDfR+HbfxNqtrqFjALO5jlZZLeUTeYodCBB/qwTM/CgdR38SMn4VJDeS2+/ypXjDrtbYxG4eh9qE7ClG6sOlbLthdoz061HuPTrSLJ+FGNoyeKRQq9yeK9m+Lnh8eG/htolu/hm1guGlt5JPEMVt9nS4325cQwZYmdQGBeXGN2wAAEF/FWkPTrSPNJIqqzsyqMKpPA+lO9lYlxu0xC5puTRRSLOx+EGk2niD4p+EtNv4o7iyu9UtoJopm2o6NIoYMcjAIPXNc1qli+mahcWsrwvLDI0bG3mSaPIOPldCVYe6kg+tVV+XmlbntT6E9bhuPNG725pPY02kM9qsdB08/BhrttJs305tGkuJtWMKmaPVRqBjjhE33gTAEPk5xtdnxn5h4rRuPrRTbuTGPLc1/CM1hD4o0h9U2f2at3EbrzFLL5W8b8gAkjGeAK9EsF8I6Tp9qw1nRbnUF05Lf95Yzyot19sMhlYGLDKsWBnnI42sOD5MuO4p6/SmnYUo8x03jq4sLzUrVrF7WeVbVFu7ixg8iCWYE5ZE2rgbdgPyjLKx75JXN/jzRQUtFY+8/+HNHxq/6GfwF/wCDC9/+Q6P+HM/xr4/4qjwF/wCDC9/+Q6KKzuUB/wCCNPxrP/M0eAs/9hC9/wDkOj/hzP8AGr/oZ/AX/gwvf/kOiii4w/4c0/GrBH/CT+Aef+ohe/8AyHSf8OZ/jX/0NHgL/wAGF7/8h0UUXAX/AIc0fGsZ/wCKo8Bf+DC9/wDkOmn/AIIzfGzt4o8Bf+DC9/8AkOiii4Cf8OZfjZ/0NHgH/wAGF7/8h0n/AA5l+Nn/AENHgH/wYXv/AMh0UUXAB/wRk+Ng/wCZo8A/+DC9/wDkOnf8OZvjXx/xVHgL/wAGF7/8h0UUXAaf+CMfxr/6GjwD/wCDC9/+Q6T/AIcx/Gv/AKGjwF/4ML3/AOQ6KKLgL/w5j+Nf/Q0eAf8AwYXv/wAh0v8Aw5j+Nf8A0NHgL/wYXv8A8h0UUXAX/hzN8a/+ho8Bf+DC9/8AkOj/AIcy/Gvj/iqPAQ/7iF7/APIdFFFxCf8ADmX41/8AQ0eAf/Bhe/8AyHSf8OY/jX/0NHgH/wAGF7/8h0UUXAP+HMfxr/6GjwD/AODC9/8AkOj/AIcx/Gv/AKGjwD/4ML3/AOQ6KKLjFH/BGX419/FHgL/wYXv/AMh07/hzN8av+hn8Bf8Agwvf/kOiii4rB/w5n+NY/wCZo8Bf+DC9/wDkOiiii4WP/9k=) | ESM 2321 X0625 0402 Tenvægt af ler
tenvægt 9 g |
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maMtuQDG1iep71586jnudkI8uxz0jyRTMV2qMbflGGPQDPr/wDXqpcKsZQHcVXn5QSvv+daV4wa4AkQsQuDnqv+f6VCrC3tWZE3HrjHGOmM546+9ZGxhXKNNGDHuCtlsEYO4dMn1/xrGv8AcQFlOe42jPzVuT2wvLx5JLwQM3zMCCPUYx37dKzk0+aaXfkKV3EnI6gcgetBV+5X02wMdxtnRmG5fnJwTnGB7V3/AMN/jd4j+EfiIXOiXBm0zJM2nXLMYZQeobphhgfMPT8K4dbvy53zKXbKkDnDdzz6/wCFMnhk80y7hk53Ljqe/B75pxbTuDSZ+mnwY+M2mfGjw/PqFjaz2FxayCK4tZyCUJGQQw6qeeeOh4r0Kvzs/Z5+Jb/Cvx9b3F0rppNwn2a7XOPkOMNg9dpwfz9a/Q2zvINQtIbq2lSe3mQPHLGwZWUjIII616VOfMtdzzqkeV6bE1FFFamQUUUUAFFFFAH85Gn28+oSww2ttJdz5KpFChZi2M8AcnoTXqHwR1HVN2uaVDdXcNs1lNK1nC8qq8mVXJVJY8nnHJPptPbivAPi/wD4QnxLaambQSrGsn7uEorESRlDlpEkB4J4ZSOT6123w98QS61qniCIWem2dm8NzcKqWkOYwzAhBKbaZyoDYAJHb5h32M2fpB/wS3jMfwA1jI5bX5j94H/lhBX2NXx7/wAEvZGm+AOruwxnXZcfTyIK+wqyZoFFFFIAooooARiQpIGT6V8FfELWrnXtevtSuAq3lzMS6qANuMjGPavubxDqn9iaDqGoYU/ZYHmw3Q7VJx+lfB+vXX9pX9zdOvzSStIeR1Y5P6muPEPZHTRXUwbeN1UkOyfLgELk4zWfKnnPCqqyBdz7g2OT1J/AfpWpcXHkxhFOMnr+PU4qnNI1rHukOWIJOBzyMAflmuI6TPazF2JXcYBbduXqfXIpsduu2djGswSNuvAHBJPtgVYhZfLMYkb5n5Y+nPb8vzrV0X4f6346tzpOjWrXt9OysyrhViiDcuzkgAdc855xjPBTbW25cVzPXY4r7EmqrKlrJbPcRsNyrMG9v5j1pk+kzaZGIL8Nb3bnd8wGApwVwc9/6Vb8Tfs//ED4SeMLXU9YhW10u6YWkN/p95vjXq2xuAV3AsOR2PpXXeKLdfE/gxLtbcwXWlDyZS/3mBkPzHnJzuBqeaUZcskW4q14s8zkZ7cp5YjEgPLsOoJ/T0qea3iuf9IRPMU4JLDABx3P1z9asLZM8RmkVgpXb0IU98E/Ss//AI9JVVeAz8OD0XnP1rUg0rq8aeKWeYKsqsEwoIV+ucD8v1r6E/Zh/aIg8F2cnhvxRdudJ8wCyucFzbk4ypGMhDnIx0IPHPHztJcFo9x/eW7H5QCMrnv+f8q0vDOjrqGqWcSuV8yVVAzz15I71cZODuiJRUlqfqOrBlBByDyDS1z/AMP75NS8E6JcRoY42tYwqsSTtAwDzzyB3roK9NO6uec9HYKKKKYgooooA/nHuhCWQKGAzy5GPXgfht/HNemfCG9ht/7atzbW8bCzl2XUzkNg7QVwbiJcd+jNwMAgccx8KLnw6vjO0l8VRC40sRT7kZnCGQxP5W4orttEm0nCt05BGa9D+HEujrq/iGLSbXUpHWC78mSOWRYzb7wVzHHDI4ONmdzbfUg4rYzZ+hn/AAS5AHwA1jadw/t+bH08iCvsSvkD/gmCoH7P+pkYAOuTcAYx+4g/z+Ir6/rJ7mgUUUUgCiiigDgfjlr58P8Aw21Rx966AtB9H4b8du6vi7ULr5mEZ35HIP8AnjkV94ePPDSeMPCOp6SeWuIT5eGx845XntyB+Br4N8RaXLpOr3Gm38ItL6OQxPBOwBXafr09wcHNcVdO9zppbGQt60kh/eYjb5SM8nHtUV00MbJlSQVBZc8jPSsq4vPstw8YbYinadhHy9Qec/1pySxtvbzvvfMDnp+OB7VyNHQixJi3kWQfIjNgHPIBPevrz9mP7Iuj6yqvEb1ZYw6qQT5e07DwB6t2r47muzNJhCiAYAEjkj65APauk8K6zNavHOupX2nTwbmM1nkF0xyu5WGBj2OenfInmcJKVrmqipRcdj60/aC1iw/4RUaJcQx3U97LG4jbnYqOG3/XK4HrzXyP4h8Qwxaff2UCq8MwUM0ZG1CuSEGOp7E9v1qfxF4kOsyyiJ5mR9zFp3y744AJ+nbPb6VweoW/2ZYWG4DJ+X3+ncY9u5pTl7WfMwjHkVhs14s2ng24ZSxCOgJ6Dvn8qr28Bt2UzxqvPGSCPz//AF0+ZlUJ5axsshGOckDng88VcstP8y6BkiBTAJZs4Ax2Pf8AHNXcVh81ksar5U3nRyAfNg45A45Hr/I13vw30Nr5ZX3bLqzkhS3by93VmO0Drz7c88da425ZpZ3kMbGL7qlh/nmvpj9kb4fyXoutfvYlNnbThLZXXlpVGc9OQu7r6j2qoxc9ETJ8qufSnhTTZNH8N6ZZSgCaG3RZMf3sDd+ua1qKK9VaKx5gUUUUwCiiigD+b9FKsMH7xx8vbmvUfhDHpUb6rPf3cYlSzkEdrcJbhHBwdwaZwN2RjCjdiuH8A6DB4p8VWGnX129paXLbJLmFFcwqFJLkFgNqgZJzwAT7V6F8KNMRNQ8Q32n3/wBrt/sVxDHbwi4S68sMNryLCcBTgZBZlyec1sQz9H/+CXM/2n4B65LjG7xBN7f8sIO1fY1fG3/BLJi3wB1vK7f+Kgm/H9xBX2TWRYUUUUgCiiigArxT9o79m60+OGkxzWV6NH8Q24xFdbfklX+5JgbsdMEdPQ17XRUSiprlkVGTg7xPzj1L9gP4mQzzwxXtlc20m3LW1+QGPUk71U9e3T+Y4/Vv2PfjFot3BYw6JdSs0jBJrC5R4HXHO5t+UB5+9jrxX6mUVyvCU9zqWLqLQ/PH4b/8E+/HmtTLf+LvE8nhhQwQ2drMbmV0BBJyr7RnHqfp2r33wL+w54J8Hsr3Wqa9rz+Z5jR3t6RCT6bVAI/PNfSNFbRo049DOVecup8+eIv2O/DV8vm6Lquo6JdYdQWK3EJDdmQ4Jx2ww685rwn4l/sf/FHw+pufDt9pPiuzT5fJWA291jcSW2sxU8cfK3px1r75oodCD2VgVea31PzH0H9mX446somXQY43T94Y7/ZAF5Hyrlhk8E967XTf2SPjRfNL9ofSLI5xuuLhdpzggjywx46cgdK/QOisVhY9WzV4qVtIo+Kvhj+yF4/i8WW0/jG/0tNHhk82WOycs0wxgqOAQevJxjP4V9mafp9tpVnFaWkKW9vEu1I0GAKs0V0U6UafwnPOpKp8QUUUVqZBRRRQAUUUUAfzc27AyCNRg9Tu5G1QT/SvSfhJpazHV7uRbVYEs3QNPJCD5pCngSRyHOM4KqD1ww6Hjfh/4N1Lx74qs9D0oK19cpIVLBsBUjaRz8oJOFVuACSeAK7f4b6BqWha9r6yRz2ot7K4tnmidghdWAZd6zxA8g/xMOPuN22JZ+l3/BLGMr+z7rDFg3ma9M3Bzj9xAP6V9lV8Y/8ABKvP/DPutZbP/E/lIHoPIgr7OrJ7lBRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP5w9J8Q6j4YvYbywn8ieNHRW8tXVldSrqysCrAqxBBBBFd58Ldb1TWNa1z7RdXN209lPPKHLSBnLKWcjyJuSSedq9fvjv5pGs15JDHAru7NtVFBYn8Pzr0b4Q6xHb3WqWNzLClm9lKwWURD95wNwMksfbPAYn/ZPbYln6af8Ep2Mn7P+usereIZj9f8AR4M19o18V/8ABKRUX4Aa+EO7HiGXPpn7PB0r7UrJ7lBRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP5zPhr40/4QPxbbas9rJeRxRzRvDFN5LMskTxkB9rbeHPIGfQg816L8NfF0vibxN4klj0uO3ubyG7u5J7EXSyjzHDFCYQ37sFuhUDgZbsfEVwrbS2SDj2r0z4MLp91ealb3UVuLv7JI6XF3NbiMLwNoWdSu7uCCGwDjvWxLR+nP/BKBgfgBr4XoPEEvbH/LvBX2vXxR/wAEoWT/AIUL4hRFYFNfkDMxzk+RD27cY9a+16ye5QUUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD8JPhr+zh43t7W4h8QfBzxiLo3W+3urnwzqToq/ZrlVEipGcoJjbMQFLEBuoyK6rwf8As9+NtJ8U+IbrTvht8QdOjl+1JZpJ4f1CGH7OXzGu9GRy2MfK2R6gmiitLisfeH/BMfwL4k8A/BXX7LxP4f1Xw5fTa48yW2r2UtrKyeRENwWRQSMgjPsa+waKKgYUUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | SJM 1121 x017 0402 Tenvægt af ler
Sideskår tildannet til tenvægt. |
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) | ASR 2344 x104 0402 Tenvægt af ler
Tøndeformet, med let hulede ender. Diameter: 24mm, højde: 11-12 mm. Tenvægt? |
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) | ESM 2321 x1214-19 0402 Tenvægt af ler
Tenvægt fragment |
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) | ESM 2676 x221 0402 Tenvægt af ler
Keramikskår med gennemboring. Tenvægt |
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) | ESM 2676 x202 0402 Tenvægt af ler
Tenvægt? Af gennemboret keramikskår. Glittet på begge sider |
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) | SJM 979 x0968.A 0402 Tenvægt af ler
Tenvægt.
Meget porøs |
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) | ASR 926 x047 0402 Tenvægt af ler
Tenvægt. Fragment. Konisk. Fragment. Ca. 1/3 bevaret. |
![](/grafik/intetbillede.jpg) | ASR 926 x068 0402 Tenvægt af ler
Tenvægt. Hel. Mål+form? |
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71zv/CbW4uZi8kkF6ifOxBXHbGa2jR5l3MpVrM9wn8aDdGJFVecKCQTn1HoKLfxQfLjAnWSSNsk5O7vz1rwuHxhcxqxeV5beR8o0Y528dQevOeali8UeXJJLHcPvYYCyEMM9+McH8afsQ9sfQDeJLiSfaLhYbWOPK4IdpDz174Bx06/pU//AAla6fZvK0gkdE3H5c5bjAxxxXhrfECVoS7qqSKwO5JAeO4x19e9Tad46abUJGmVNse0ojZLZ9faj2PkHtj2b+3otaurYTTC3vVBVkBBAVh3IPAyR+VdOyvHISJlnRioX5RhFHX656/4V4iuuabdQrdXF0JpC2SFUxngjA4POOK6BvFYVgbaXazqCf3hKgk49T3qJQktFsVGUWtdz024vYG6MMgYX1wPw96xNSuUCFyuNuecVzD6xJsWS7uwUYbgI+rADpk+vtSQ69DqSkquYkBCMRnHbAOc9OuaiKktS5OLPU/hD4vfTtafTrh9lvd/cXssnQY+vT64r3BZjtk3PuBOQCPujHT/AD618e6PfPd+ILG3tZGe4edEjI4JbIAr61lmMcbn2NfR4OTlGz6HzmMiozTXU/ni8QSBvEV2c8faGOT/AL3Wuw+JXia11bRbaKLXbfVWWUN5KeHYNOKjafm3x8t1xg8c57VxOtTAa5cbGOfPOGXkj5uo9TXqPjTUbLXNNt4vFXjn4g3lnHJmKPVNBRo1faRlQ99jOM16PVnAeJSSbmA6j2pshG0cYNa99b6ZH4iEOk3Nze6aXRUmvbZYJWBxuzGruBzkcMcjnjpW/wDHLwlJ4J+LHizSzpk2kWsep3P2O3kiaMC385xGUBHK7RwenFTZ2A4Td+FFMZqKQH9OFFJRWQwooopgeO/tH/DGXxp4Z/tXTY2bV9OQnZGMtLFySoHcjqPx9a+KY9Wj0+EoFVXjOWAOwkknnHrX6cV4L+0J+zDY/FKP+1dDMWmeIkGG+by4boZ58zap+bk84579iOStQU3zI7aOIdNcr2Pjz/hIo4bbzpZIVld8RI7clsY47g4JqlfeNhafKsoIxhtuWPY5z+Nddefsb/E211D5dJgnTOBMl5FjHc/eBH4irR/Yv+IfyuE08Fh80bXYyD+Arl+rPsdf1qPc80Tx+1nIZJG89PvBGyBnt0649PpWPceJNO1aZPNsNw3bmkxz0yAMnjmu91n9lj4oW5NuPDjTjOBJFcROCM+u7ilh/Y7+Jv2cSy6P5QjOfKjvoN+O+ADyfbNUqLXQn20ZdTjmj+3WsTLOGQBmZcMSnX5RkZJx6elZt8bjTQhSB1cnO102jHHXI6/41v3nw/8AEPhu6ksb/TbrT9QtjhvtALEA8j7oOQRg+nvVbdqSELcRR3EPzCIKCGLd+ABkDLdfWs/hdjW/MrmdDrwaErc2IjVMsZFXj69Ov+FdXZ65a21nHmOGaQ5IkmTke+c9QPbtXO3FvB9nt5btfmLk+Wy7RgdCc+vXANYeqX0d9JshXZCpzncqqx9Rjr2/Ok0pbDT5TvZvED3ShUuIohuU7o/lIwc4IIyTwOhqSHxdFZsB50lwCMFZsKPxI615xZ+eyhCN8Pbbg4+leh+CfhH4o8aMq6fpF3cRMfvAFYwf9pz8o/E0vZ3G6qjuSf8ACQfbDIYpZDCozs3EKo+pPHer3hm61XULxLazglmd2+SOJCzN6AAc17T8P/2N9SaTzvEd/DZQn/l3s2Mkh9ct0Hf1r6U8HfDnQvAtr5Oj6dDbMw/eT7QZZPdm6n6dPauqnhr7nJPFW2PKvgn8E7vw7eR+INfG2+2kwWhwTETwWb3x0HbPrXtFzGfs8n+6a0RB7Uy6hxay8Z+U/wAq9OnTjBWR5s5SqS5pH86GpLnXJAm4kzcKv3j83b3r0L4w6TqdjoFi97pfjqxia4wsnip2MDHaeEBRfm/pmvPNSjaXW3UIWzNtCKQpPOMZ7GvT/GPwj1vU7G3j0jwPrunTh8s+oazFdoy46BREmD75P0rTqyTxdZDG6upKuh49an8Qa9qPijV7rVNVvJr7ULqVpZridizuxOSSfrVWRWt5XRlw6naVPrUMgxgjkGo8hjGxRTGzRSA/pzpM0tR5rMLklFM3e9OFAXFptLTWoAY6hgRVZ7cVZo4NUSUWtaYbWtHaKQx0wOO8XfDvR/G1mYNUtA7gYjuI/llj/wB1v6Hj2ryPUv2TYbmR2h8T3SR7iyxz2iSY49Qy5r6M8ugRCs5U4Td5I0jUnBWiz5RvP2MWafzLXxYULYDebp4O0DPIAkHPNTWf7D+j3CqNZ8TalqIUghYYIoV/Ih6+qfsy+lL9nAqVSpLWxXtqrWsjx7wj+zL4B8HyRTWuhR3FzGABNesZjx32n5c/QV6fb6dHDGERAiqMBVGAK1PJFL5YFaLljsjJtvcprB7VIIas7RS7RTuBW8qoL5cWc5/2G/lV9gKpamQthcn/AKZt/KnF6gfzial82sOCFfM2CrNtU89Cew966/4qaLbaTpNnLb6FoOkF5Spk0nxNFqjtweGRJ5Co9yB6Zrjr9xJrRGI2Hnf8tDhD83c+ldb8VILWHS7IwaZ4PsmMpBbw3qE9xKRjo4kmkAX3AHNbPdgeYt655pvmYAB6GtPw34dv/FmtW2l6dGsl1OWx5jrGiKqlmd2YgKqqrMWJAABJ6Vb8Z+CtR8FXdpDfG3mjvLcXVtdWc6zQTxFmXcjqSDhkZT3BUggYrLUZzxHX0opfvDB49KKQz7O/4eQfHFl2/wDCWxL2Lf2ba5/9F1JN/wAFFPjhBG4PjJHbI2sNNtOmM/8APL6V4l4buPCw0/Qxei1877Lq/wBr8wfN5n2dvs2fffjb71NHa6FZWfhWW/hhiS78K6jM7uP9Zdia/SBj/tZSFR/urW5meuf8PHPjouf+KxU9x/xLLT/41R/w8g+OwPHjFP8AwV2n/wAarxm4k8MHT9R8r7KJ/wDhGrUQ4zn7d58HmY/29nm59s1Z1Cw0K+0nxPc6fBA62ui6QySR/wAFwVtluCPcuZAfcmiwz2D/AIeRfHRU/wCRwjJx30u0/wDjVMX/AIKQfHcnB8YRnt/yC7T/AONV414sbwzt8U/2cLYf8TGz+weUD/qfLm83b7bvLz+FajWfhW88SalBYx2jxzeLoo7ONDnNgXlGF5+4fk/SiwHqcn/BSD46YIXxfH9f7LtP/jVEX/BSL46cb/F8Z/7hVn/8arySzh8LWuveHbe/S1ijj8VXKairk8WIa2CB/wDY/wBf/wCPVR8ODww2m6H9u+zG42aqLreec/Zx9mz/ANtD8vvRYD2xf+CkvxzaRj/wlsQBOVUaXaYHt/qqe3/BSr45KCP+EqgLHv8A2Xa8f+Qq8ZsrPQNNh8MS30MEaXvhjUppWlzh7oNfpA3X726OFR7qKgkl8Ktp9wVFss//AAjUZXk/8f3npnH+3s3fhmiwHtQ/4KV/HTGP+Ept8no39lWvH/kOlT/gpZ8dFYFvFFuV9P7KtRn/AMh14xeaZoF9p/ii4sIYZFs/D2lzRujEiO5Y2aTt16lnlB9yaq+Kl8MBPE/2A2oInsPsPlNn5TG3n7eefm25pWA9vb/gpj8dgxA8U22P+wVa/wDxunf8PMvjqFGfFFr/AOCq1/8AjdeOatb+ELjVPFMVj9nIPiqGPS1hO7dYlrgELz9zHlc8/wAPrmpYLfwpYeMtItNQitYrWPxdcQX8byEBbASQBQ/P3APN59jzRYZ7G3/BTT45YGPEdn1z/wAgy26en+rob/gpx8cNwP8Ab9kB6f2Zb/8AxFeDeE18MyWfhRdRNqJG1W8GoGV8HyBHb+Vv54XcZcH61LY6boVvZeGpb+OGOO78P6pNJJIxG+5UXi2569d6QgepAp2Ee6f8POPjduyfEVoB/dGmW/8A8bqSP/gpp8ayTnxLbHv/AMgu2/8AjdfPluvhpdK07f8AZWuG8OXLTfOci9FzP5eefv8AliLA9Mcc5qf+zdCu9L1+e0gilNp4Zs7hWRyfLujcWqSt9f3jqR0+Y0gPd5P+CmHxwbJXxRaqO3/Eqtf/AI3VC8/4KVfHO5hlhbxVahZFKn/iV2vf/tnXhmsf8I2LfXhbm3LrpemtabXJ/flIPtG3nlsmXI7c1oT6f4UvdY1K3s1t3VvEGnQ2ixyklrVln84Lzyu7ysnscetGwzzSS6IuRMCpcPuwwDDrnkHqK7BvjNqzddG8K/8AhN2P/wAarkvE1vHZ+INSggTZDHcyIijPChiAKyG5qG7MD0PwH4ytf+FgXOpaw1rpltqVhe6dLLZ2qxRW5ntJLdZBFEoAVS4ZgoyRu4JNHxQ1TS/7J8KeH9K1WHWo9FspI5tQgjkSKSWSd5CqeYqsVUMoyVHO7jGK896dOtJwxxRzaNBYNv8AtAfjRSD0UZNFSM2VcbvX8a3fEmrXF/pvh+yuLVrU6ZYfZkL5zKjzzXAfBHAInwPUAHvXPxlVkweQO9fRPx88ZaNceDdCtjp2h3Gs6npGlzJNYWiJLYQx2sYZXdf43cEBOiog/vDGyV0yD5827UyDn146VYtNau9PsNQs4JttvfIsdwm0HequHHOOPmUHiq73AZUDF2AGNvTFV2k3N0xUjJdwUZzWn4XmuIPEmmTWdtJf3UVzHJHbRKS0rBgQoAGecYrImlkuJWllcs7cksea9K/Z5uYo/iZbQzPJHHdWN9bfuJlhmYvaShUhkbhZWOEUnjcwBBBxQtdAOP8AF1rqVj4kv11XT7rSr2SVpntLqNo5I9x3AEMAe/pWT5nygZ4rtfi9b65puqaZYa3cuxtrRltLO5nWa6sbdp5WSCdlUfPyXwegkXp90cFu4wenXpQ9GBo6lrV1qVtp9vPIJIrCA21uNoGyMyPKRx1+eRzk+vsKobvm680w4zjqaB3xxU3Gdf4Ug1ttA1+DTtCvtTt9Tt0tGnt4HdYis0U2cqpyf3YGOPvZrkX3K21gVYcEHrX0F8C4tb0fwjDrXhieSXVW1GWGS6uLx47DQkVI2F5PGp5J3sQzgqPKI2u3A+fZpPMkZmYs5JJPrVNaJiFt7qSzuIp4ztkjYOpI7g5FS6nqM2qahdX1y++5uZWmkYADLMck4+pNUyw/Ck5btipGSeaFI7n3rX17XpNQ0nQbN7YwLp9o8COSf3oaeWXcBjjmQjv92sQ8c9RXovxS02NfCfgHUF1KxmaTRlhazhm3XEW2eY5dcfKDkYycnPSmr6gedNJzkdavafrl1plrqENvIFivoBbTqVB3IJEkAHp80an8Pes33prN61Fxj2kJ75rT8LNdr4i0+SytJb+5hnSZLaFSzyFWDYAAPp6VkdhXpfwbj1G8sfGFnoHnnxLcabGllHaEi4lX7TCZUixyWKAkgc7Q/bNC1dhHBa1cyX2sX9w8TQSSzySNE3Vckkg/Ss/7vPrXffHKYzfECcTTLPqCWNjHqEqsGLXa2kS3BZgeX8wPuPdtxrglj/vHaP1NOW+oCfebFKyKpyxyfQdaUHAwowP1pBnDYX6nFIY0kn2X0FFCkck9vWikBpLlm7U+SYnjOB7V+4//AA7Z/Zy/6J1/5XNS/wDkik/4dr/s4nr8Ov8Ayual/wDJFHOhWPw1DDINBl7KMD1NfuV/w7Y/Zxxj/hXX/lc1L/5Io/4dr/s4/wDROv8Ayual/wDJFHOgsfhtIoVvlcPwDlQQOQCRz6Hj8Kbu24YE+/tX7mf8O2f2cu3w7x/3HNS/+SKT/h2v+zj0/wCFdf8Alc1L/wCSKOdDsfhi0hLZLEmnLls7ewySTX7m/wDDtn9nL/onX/lc1L/5Io/4ds/s5c/8W6/8rmpf/JFLmQH4YfNgnBI6dOlJzt5r90P+HbP7OXT/AIV1/wCVzUv/AJIo/wCHbP7OP/ROv/K5qX/yRRzID8MUkfaeSq0zox4zX7of8O2P2cc5/wCFdf8Alc1L/wCSKP8Ah2v+zj/0Ts/+D3Uv/kmjmQWPws57CnLuxknAr90f+Ha/7OP/AETo/wDg81L/AOSaQ/8ABNb9nAgA/Drj/sOal/8AJNHMgsfha2eT2o+Xuc1+6X/DtX9nD/onP/lc1L/5JpP+Haf7N/T/AIVz/wCVzUv/AJJpcyCx+FshHbio1UsrEc7eTx0r91T/AME0v2bj1+HP/lc1L/5Jo/4do/s3f9E4/wDK5qX/AMk0cyA/Co4OBnmhQYzu3bT+tfusP+Caf7N46fDnn1/tzUv/AJJpP+HaP7N3/ROf/K7qX/yTRzDPwuZs7W6burHrUW7a4PXmv3W/4dpfs3bcf8K546/8hzUv/kmk/wCHaP7N3/ROP/K7qX/yTRzCPx9vdK0bUl1txr2kwG+1qG/hVpD8lp+/3NgLwQZEHlj5+Pu8VDpeteX4o1O4s/ENnY6A2rzT3VqxK/aLctkZTH75WXKhOcZOQAxNfsT/AMO0f2bv+ic/+VzUv/kmj/h2j+zd/wBE4/8AK5qX/wAk1ftF2FY/Ce5KGV/LBRCxIBOSPQUV+6//AA7P/ZtP/NOP/K5qX/yTRUcyGfT1FFFZjCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z) | ASR 583 x0158 0402 Tenvægt af ler
Tenvægt, fragment. Konisk. Meget slidte brudflader |
![](/grafik/intetbillede.jpg) | SJM 166 A8128 0402 Tenvægt af ler
1) Teenvægt lavet af et groftmagret bundskår. Bredeste diameter: 7 cm. Asymmetrisk. Hullets diameter: ca. 1cm.
2) Brudstykke af teenvægt lavet af et groftmagret bundskår eller sideskår.
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| SJM 1018 X11 0402 Tenvægt af ler
Tenvægt lavet på sideskår fra lerkar |